2007年12月25日CASIO ClassPad 330 图形计算器与初中教学课程 ...

untitled

I

ClassPad330 CASIO

ClassPad330

ClassPad330

15 1

ClassPad330

II

[email protected]

2007 8

III

ClassPad330 1

11 Manager 1

12 3

13 13

14 18

15 20

Main 23

21 23

22 49

23 56

Geometry 65

31 65

32 72

33 95

Graph &Table 103

41 103

42 111

43 121

Conics 128

51 128

52 131

53 133

Sequence 136

61 136

62 140

63 146

SpreadSheet 155

71 155

72 162

73 169

Statistics 173

81 173

82 190

83 197

Program 208

91 208

92 228

93 241

3D Graph 250

101 250

102 253

IV

103 257

NumSolve 259

111 259

112 260

113 263

eActivity 269

121 269

122 272

123 277

Presentation 279

131 279

132 283

133 288

Financial 291

141 291

142 293

143 305

DiffEqGraph 308

151 308

152 312

153 315

318

1

ClassPad330

Manager

1 CASIO ClassPad330 Manager 1.1-1

CMP_inst\setup.exe 1.1-3

2 ClassPad Manager ver3.0 1.1-2

3 INSTALL ClassPad Manager ver3.0

1.1-1 1.1-2

4 1.1-3 OK

5 1.1-4 1.1-5 Next

1.1-3 1.1-4

6 1.1-6 I accept the terms in the license agreement

Next

1.1-5 1.1-6

7 Next

2

8 1.1-7 Next

9 1.1-8 Install

1.1-7 1.1-8

10 1.1-9 Finish

1.1-9 1.1-10

11 1.1-2 EXIT ClassPad Manager

12 1.1-10

3

1.2-1

1.2-1 1.2-2

21 Variable Manager

Variable Manager 1.2-2 4 Current

mainMyfolder

2.1.1 Edit

1.2-3

Delete

Rename

Lock

Unlock

Create Folder

2.2.2 View

1libraryFolder 1.2-4

3EditViewAllqiuhe

Library

4

1.2-4

1Edit

Delete

Rename

Copy

Move

Lock

Unlock

qiuhe 1.2-5

1.2-5

2View 1Variable Type2libraryFolder

library

3All 1Select All2DeSelect All

4Search Search

5

Not Found

22 View Window

View Window 1.2-6 3D 3D

xyz 1.2-7 grid

1.2-6 1.2-7

23 Basic Format 1.2-8

1.2-8

1Current Folder

Main

2Number Format

Normal1

10-2~10

9

Normal2

10-9~10

9

Fix0-9

0-9

Sci0-9

0-9

6

3Angle

Radian

Degree

Grad

xyzGradx

y

z

4Advanced

Complex

Format

Decimal

Calculation

1/2 0.5

Assistant

Descending

Order

Variable is

Real

24 Graph Format

1.2-9BasicSpecial

1.2-9 1.2-10

7

1Basic 1.2-9

Axes OnOffNumber

Number

Grid Points

Labels xy

G-Controller

Draw Plot

Graph Function

Analysis

Trace

Coordinates

Leading Cursor

ysin

x

Simul Graph

Derivative/Slope /

2Special 1.2-10

Background

Select Pict Name

2 Cells

ListData

3 Cells

Cell Width

Palltern

4 Cells

ListData

8

Table Input

List data

list1-list6

Table Variable

Select List Name

View Window

List data list1-list6

Summary Table

Select List Name

Summary Table

fx

On:

Off:

Stat Window

Auto

25 3D Format

1.2-11

Rectanguar

Polar

Coordinates

Off

On

Off

Axes

Box

On Labels

Off

Off Background

Select Pict Name

G-Controller

9

26 Geometry Format

1.2-12

Normal1 10-2~10

9

Normal2 10-9~10

9

Fix0-9 0-9

Number Format

Sci0-9 0-9

Radian

Degree

Measure Angle

Grad

Radian fxsinx

Radian

Radian r2

Degree

Function Angle

Grad

On

Off

Axes

Number

Number

Integer Grid

10

27 Advanced Format

1.2-13

Pure Math

Modern Physcis

Probability

Classical Physcis

Fourier Transform-

Transform Definition

Sigal Processing

Sigal Processing

Pure Math

FFT fast Fourier

Transform -

FFT Scaling Constant Data Analysis

Assume Positive real

28 Financial Format

1.2-14 1.2-15

BasicSpecial

11

1Basic

Days in Year 360365

End of Period Payment Date

Beginning of Period

MM/DD/YYYY //

DD / MM /YYYY //

Date Format

YYYY /MM/DD //

Automatically copy

common fields to new

calculation

2Special

CompoundCI

SimpleSI

Odd Period

Off

Annual Compounding

Frequency Semi- annual

Term Bond Interval

Date

AmountPRF Profit

Amount/Ratio Ratior%

Quantity Break-Even Value

Sales

29 Presentation

1.2-16

Screen Copy To Outer Device

ClassPad

Play Speed 1-10 Auto

4

12

Half Screen Capturing h-Copy

Repeat

Page Number

210 communication-

1.2-17

Screen Copy To Outer Device

ClassPad

Cable Type USB3Pin Cable

USB ClassPad

3Pin Cable

Speed3Pin 9,600 bps

38400 bps115200 bps*

3Pin Cable

115200 bps

Wakeup Enable OnOff On

ClassPad

13

KeyBoard Keyboard

ClassPad330

xyzt

1.25E31250

CALC

Enter

mth

14

abc

15

2

cat

Form

Func

16

Form

cmd

Form

sys

2D

{}

{list}

17

2 2

18

4.1 ClassPad330

1 1.1

Setup Open Setup Menu Communication 1.4-1

Set

1.4-1 1.4-2

2 Windows XP ClassPad330 Graph-Link

3 1.4-2

4

1.4-3 1.4-4

5 1.4-3

6 1.4-4

1.4-5 1.4-6

7 1.4-5

8 1.4-6

9 ClassPad330 Compleat OK

19

1.4-7

10 1.4-7 Exchang Window

1.4-8

11 1.4-8

ClassPad1

ClassPad2

1.4-8

12 1.4-9

1.4-9

1.4-8

ClassPad1 Link Setup

StatusCommunicating..ClassPad1Press [Clear] Key

to terminate. Class Manager-Exchange ClassPad1

20

ClassPad300Plus 2.2 2.2 3.0

ClassPad330

1 ClassPad Manager ClassPad

Manager.exe 1.5-1

2 OS update ver.3.0 1.5-2 OS UPDATE

1.5-1 1.5-2

3 1.5-3 Next

1.5-3 1.5-4

4 1.5-4 Next

5 1.5-5 Next

1.5-5 1.5-6

6 1.5-6 Install 1.5-7

7 1.5-8 ClassPad330

8 1.5-9 OK

1.5-10

21

1.5-7 1.5-8

1.5-9 1.5-10

9 Backup data Updata OS 1.5-8

10 1.5-11 LinkInstallOS Updata 1.5-12

OK

1.5-11 1.5-12

11 1.5-13 1.5-14

Set

12 1.5-15 Set 1.5-16 Set

22

1.5-13 1.5-14

14 1.5-17 Set 1.5-18 Set

1.5-15 1.5-16

1.5-17 1.5-18

15 1.5-19 1.5-8 Finish

1.5-19

23

Main

1.1 Edit

2.1-1

Undo/Redo / /

Cut

Copy

Paste

Select All

Deletel

Clear All

Variables

Clear All

1.2 Action

2.1-2

24

1.2.1 Transformation

2.1-3

EXE

approx Basic Format Display

Normal 1

simplify

expand

factor

rfactor

factorOut b

combine

Collect

x

tExpand

tCollect

25

expToTrig

Basic Format Advanced

complex Format

trigToExp

Basic Format Angle

degree

ToFrac

propFrac

dms

3 56

3.085

ToDMS

1.2.2 Advanced

2.1-4

solve

dsolve

x0y1

26

Dsolve{yyzz

yz} x{yz}x0

y3x0z 2 3

taylor

Basic Format Angle

Radian

laplace

x2xetx0

3

invLaplace

x2xetx0

3

Fourier

invFourier

FFT fast Fourier

Transform

IFFT

inverse fast

Fourier

Transform

1.2.3 Calculation

2.1-5

27

x 22

diff

x 2 x3

impDiff

impDiffEq/Exp/List

x2[01]

1E4

1

0

Lim

1

0

rangeAppoint

[04] 2 4

mod

1

322

xxx

x11

4

x

28

tanline

x2y12x

16

normal

28 y12x

16

arclen

[04]

[23] 3

x2

fMin

Basic Format Display

Normal 1

1~9 x

[23] 3

x3

fMax

gcd

1

lcm

denominator

1

numerator

29

1.2.4 Complex

2.1-6

Basic Format Advanced Complex Format

arg

i Basic

Format Angle

degree

conjg

re

im

cExpand

Basic Format

Angle degree

compToPol

compToTrig

1.2.5 ListCreate

2.1-7

30

seq

2x1x [1

7] 2

augment

3

1 a2 b

4 c

2 4 3

fill

x21 2

3

subList

2

4

1

n1

shift

2

n2

3

rotate

2

sortA

sortD

listToMat

31

matToList

1.2.6 ListCalculation

2.1-8

2

2 Min

2

2 Max

mean

132231/3

21

median

32

Mode

Q1

Q3

percentile Percentile min

max mini n%

stdDev

s =

n

ii xxn 1

2)(1

1

variance

s2 =

n

ii xxn 1

2)(1

1

dim

sum

prod

cuml

33

list

percent 4321

1+++100

polyEval

1123

35 3

sequence

1

2

sumSeq

1.2.7 MatraxCreate

2.1-9

trn

augment

34

ident

a23

fill

5

subMat

mat1 1 2 2

3

diag

1 n

listToMat

matToList

1.2.8 Matrax Calculation

2.1-10

35

dim

det

det[[abc][def][gh

j]] aejafhbdj

bfgcdhceg

norm

Rank

Ref

Rref

EigVl

EigVc

1

LU

LU

QR

QR

36

swap

mRow

x 1 2

mRowAdd

a2 3 2

rowAdd

2 3

rowDim

rowNorm

colDim

colNorm

1LU

1LU[[abc][def][hgj]]LU done

2L

1

01

001

abde

abgh

ag

ad

3U

acg

abde

acdf

abgh

j

acdf

abde

cba

))((00

0

37

2QR

1QR[[ab][cd]]QR done

2Q

+

+

+

+

||

1)(

||

1)(

22

22

22

22

bcadca

abcad

ca

c

bcadca

cbcad

ca

a

3R

+

+

++

22

2222

1||0ca

bcad

ca

cdabca

1.2.9 Vector

2.1-11

augment

xi 2 3

fill

i

dim

3 2

unitV

38

angle

norm

crossp

1

2

2 3

dotp

[r ]

toRect

[r ]

[r

] toPol

[r ]

toSph

111

sincossinsin

cos [

]

toCyl

[r z]

39

1.2.10 Equation/Inequality

2.1-12

solve

dsolve

x0y1

rewrite

exchange

eliminate

absExpand

andconnect

getright

getLeft

and

40

or

xor

not

1.2.11 Assistant

2.1-13

arrange

replace

invert

Clear_a_z

41

1.2.12 Command

2.1-14

Define

DispStat

list1

2.3

3.56.1

DispStat EXE

DelVer

1.3 Interactive

Define apply Action

Action

42

1 fx2x21

1 Define

fx

ax^2-1

2 OK

2 x22x3

1 x^22x3

2 x^22x3

3 Interactive

Transformationfactor

4 x^22x3

factor

3 yx2 [02]

1 x^2

2 Interactive

calculation

3

4 Definite integral

Lower 0Upper 2

OK

indefinite

integral

5 OK

43

4 x36x [22] x 3

1 x^36x

2 Interactive

calculationfMinfMin

3 Num fMin

x

StartEndTolerance

223

4 OK

x1.414

5 applydiffsinxxcosxsinxdiffcosxx

Apply

1 diffsinxxcos

x

sinxdiffcosxx

diffsinxx

diff

2 Interactive

apply

diffsinxx

diffcosxx

dxdcosx

6 expandx1^2rFactorx^23

1

expandx1^2rFactor

x^23 rFactor

x^23

2 Interactive

apply

expandx1^2apply

rFactorx^23

expandx12x 3

x 3

44

1.4

1

2

45 60

sin60

x^2x01

31

0.333333

1

0

2dxx

110b

6d

110o

72

10

1010

110h

272

45

46

2

1 1

1

Probability

4

12

2

2 Number of trials

10

6 OK

47

3 Display

Sample Data

1 2 21 3

3 43 51 6

4 Display

Distribution

2

2 2

1 1

Probability

2 Dice

2 Number of trials

10

6 OK

23

12

3 File Save

sezhi01

Save

zhisezi

zhisezi

OK

3

1 2

Probability

1 Dice

800Number of faces 2

2 OK

407

393

48

4

ABC 10 20 30 60

Replace Yes

No 50 Number of trials 50

1 3

Probability

2 OK

50

A

6 B

13

C 31

3 Replace No

Replace No

Number of trials

ABC

DEF

ABC

49

1

2x2y24x3y100

1 2x^2y^24x3y100

2

3 2x^2y^24x3y100

2.2-1

4 2.2-2

2.2-1 2.2-2

2

y4x2x10

1 y4x^2x10

2 2.2-3

3 4x^2x10

2.2-4

4 StartEndstep

2.2-3 2.2-4

50

5

6

7 y4x^2x10

2.2-5

2.2-5 2.2-6

3

ann23n 6

1 n^23n

2

3 Explicit n^23n

2.2-6

4 2.2-7

5 2.2-8

2.2-7 2.2-8 2.2-9

6

7 2.2-9

Dfrnce 2.2-9

51

4

x2y24x2y60

1 x2y24x2y60 EXE

2

3 x2y24x2y60

2.2-10

4

12

5 2.2-11 r3

2.2-10 2.2-11

6

7 2.2-12

2.2-12 2.2-13

8 y0.07575x2.018

2.2-13

52

5

ysinxxlny y x

1 ysinxxlny EXE

2

3 ysinxxlnyEquation EXE 2.2-14

4 y y4 x x 2.2-15

x0.2801799

2.2-14 2.2-15

6

sinxysinxsiny

1 2.2-16

2 sinxy sinxsiny EXE Sorry not equivalent 2.2-17

2.2-16 2.2-17

3 OK sinxcosycosxsiny EXE

53

7

2x3y2z10

1 zx1.5y0.5 EXE

2

3 x1.5y0.5

2.2-18

4 2.2-19

ESC

Rotating

BottomTop

2.2-18 2.2-19

8

1{13579} list1{0.42.53.60.75.2} list2

2 list1list2

2.2-20

3 list2 2.2-21

2.2-21 2.2-21

4 Calc One-Variable 2.2-22 list2 OK

54

5 2.2-23 x 2.48 2.0092287s

=

n

ii xxn 1

2)(1

1

2.2-22 2.2-23

9

x,x

=

.0),(,0,0

xxx

x 2.2-24x n 2.2-25

2.2-24 2.2-25

10

Heaviside

Hx

>

=

.0,,0,)!1(

nundefinednn

x 2.2-27

2.2-27

56

1

20 10

5

1 A 116

a110 an

an120 an

Classpad330

1 define fx10x EXE

2 f10 EXE

3 fans EXE

4 EXE

2.3-1 a2200a34000a480000a51600000

5 1600000

2.3-1 2.3-2

2

2.3-2 P 2km P

12km

1 3km/h 5km/h th

xkm P

t x

2 P 4km 1h

3 P

A 1 30

t5

12 x

34 2x+

0x12

1

2.3-3 define fx12x/54x^2/3

57

2f4 EXE f4 3.090711985 x4 t3

3 fMinfxx012 EXE 44/15 x1.5 2.3-3

4 12x/54x^2/3

2.3-4

5 2.3-5

2.3-3 2.3-4 2.3-5

3

x3x210

an1 32 1+na

1 2.3-6 define fx x3x21

2 f010f110 f230 fx0

12

f2.5

3 define fxx^21^1/3 fx

4 f1 EXE a11

5 fans EXE

6 EXE

2.3-6 2.3-7

1.465571231 x3x210 2.3-7

58

4

2000

30 2001 16

4

1 12000 a1103 1 2001

a2 n an1 an

2 60

12000 a1103

107

n an 1an

1 1an 16% an

4%

n

an1an14%1a n16% an154a n

254

n an a1103

1 2.3-8 define fx0.8 x0.16

2 f0.3 EXE a10.3

3 fans EXE

4 EXE

2.3-8 a60.6361660%

5 60

2.3-8 2.3-9

5

{an} xn1kxn1xnx00.2 k

1k3.4 2k3.55

1 2.3-9 define fxkx1x

2 3.4 k EXE 3 f0.2 EXE

4 fans EXE

59

5 EXE

0.451963250.84215440 2 2.3-10

6 3.55 k 0.370325530.88168436 8 2.3-11

2.3-10 2.3-11

6

lnx2x60

1 A 104

Classpad330

1 2.3-12

2 lnx2x6

3 lnx2x60 23

4

5 2.3-13 define fx lnx2x6 EXE

2.3-12 2.3-13 2.3-14

6 2 a EXE 7 3 b EXE 8 fafb EXE fafb 1.4357245670

9ab/2 c EXE 10 fafc EXE fafb 0.10939569310

11 fcfb EXE fcfb 0.091964030640 2.3-13

cb

60

12 c a EXE 13 absab EXE | ab |0.5

913| ab |

14 2 a a a a a EXE 2.3-14

15 2.3-14 2.52.75 c b c b EXE b 2.75

16 absab EXE |ab|0.25 2.3-15

1416

17 3 b b b a a EXE 2.3-16 18 2.3-16 2.52.625 c b

c b EXE b2.75 19 absab EXE |ab|0.125 2.3-17

20 EXE 2.3-18

1720|ab| 2.3-192.53

lnx2x60

2.3-15 2.3-16

2.317 2.3-18 2.3-19

7

25.40mm

20 mm

25.46 25.32 25.45 25.39 25.36 25.34 25.42 25.45 25.38 25.42 25.39

25.43 25.39 25.40 25.44 25.40 25.42 25.35 25.41 25.39

61

25.40 25.43 25.44 25.48 25.48 25.47 25.49 25.49 25.36 25.34 25.33

25.43 25.43 25.32 25.47 25.31 25.32 25.32 25.32 25.48

A 3 68

1

1 Keybord

2{list} list1

{25.4625.3225.4525.3925.3625.3425.4225.4525.3825.4225.39

25.4325.3925.4025.4425.4025.4225.3525.4125.39} list1 EXE

Word

3 list1

4 list1 Interactive List-CalculationMean 2.3-20

4 2.3-21 mean One list data OK

25.4005

2.3-20 2.3-21

5 Interactive List-CalculationstdDev

0.03790222879 2.3-22

615 25.4055

0.06984757842

2.3-22 2.3-23

s s

62

2

1{25.4625.3225.4525.3925.3625.3425.4225.4525.3825.42

25.3925.4325.3925.4025.4425.4025.4225.3525.4125.39} list1

2 2.3-23 list1

3 Calc One-Variable 2.3-24 OK

4 2.3-25 x25.4005 0.03790222879s

=

n

ii xxn 1

2)(1

1

2.3-24 2.3-25

8

f1x112

+

xx

nNfn1x f1fnx fnx

2-2 78

Action CalculationrSolve rSolvean112

+

n

n

aa

a121

EXE

an11

1111

]23

23[2]

23

23[2

]23

23[3]

23

23[3]

23

23[]

23

23[

++

+++

nn

nnnn

ii

iiiiii

6 6

rSolve

1

63

2

3

4

an2pan1qan

5

an13anbn

bn1an3bn

a12 b11

9

1

nPr)!(

!rn

n

2

nCr)!(!

!rnr

n

10

1

addition

main

2 main\addition2

3 5

64

3 main\qiuhe

EXE n 10

OK 55

n

main

1

==+

.1047,952

yxyx

2 x2y22x4y0

3 2xsinx0

4 zxy

65

Geometry

3.1-1

3.1-1

1 File NewOpenSave 3

1.1 Edit

Undo/Redo /

Clear

Constraints

Show All

Shade On/Off

/

Hide

Show Name

Hide Name

Thicker

Thinner

Pin

Unpin

Properties

Number

Format

66

Add

Animation

Replace

Animation

Trace

Edit

Animation

Goonce

Go

repeat

Goto and

fro

Animate

View

Animation UI

Stop

Cut

Copy

Paste

Select All

Delete

Clear All

OK

Cancel

1.2 View

Select

Zoom Box

Pan

Zoom In

Zoom Out

Zoom to Fit

Toggle Axes

67

Integer Grid /

Animation UI

/

2 3

1.3 Draw

Point

Line

Segment

Infinite

Line

Ray

Vector

Circle

Arc

Axes

1 A

BC AB

AC

A B

C A AB

C

AB

Ellipse

Foci

2

Hyperbola

Parabola

68

fx

OK

Polar

Function

Parametri

c

Polygon

ABC ABBC

Text

OK

Attached

Angle

Angle

Supplemen

-tary

Angle

Area

Circum

-ference

Coordi

-nates

Direction

x

0360

Equation

Length

Radius

Measur

-ment

Slope

69

Expression

Triangle

Isosceles

Triangle

Equilater

al

Triangle

Trapezoid

ABCD

Kite

ABCD

Parallelo

gram

ABCD B

Rectangle

ABCD C

Rhombus

ABCD D

Square

ABCD D

Special

Shape

Regular

n-gon

n n

n OK

Perp.

Bisector

Construct

Perpendic

ular

70

Midpoint

Intersect

ion

Angle

Bisector

Parallel

Tangent to

Curve

Reflectio

n

Translati

on

OK

Rotation

OK

Dilation

OK

General

Transform

OK

1.4 Measurements

71

Coordinates

Distance/

Length

Slope

Direction

x0

360

Equation

Equation Edit Draw Function

Radius

Circum

-ference

Area

Two line

Segments

Tangency

YesNo

Congruence

YesNo

Incidence

Point on

curve

YesNo

Edit Clear Constraints

Text Icon

72

21

Draw

Draw

Draw

Draw\Special Shape

Draw\Construct

fx

n

1

1 Main

2 Draw Line Segment

3 AB

ABCZAAAB

4 B BC

5 CA CAABC

3.2-1 3.2-2

6

73

7 A BC 3.2-1

Draw ConstructPerpendicular A BC

8 A BC

9 B AC

10 Draw Construct

Intersection D 3.2-2

D ABC

3.2-3 3.2-4

11 File Save 3.2-3 Main

chuixin GEO

Save

Create Folder

3.2-4 MyFolder OK MyFolder

2

1 Edit Clear All OK

2 ABC

2 ABBC Draw

ConstructAngle BisectorABC

3ACB

4 D

5 D BC D BC

74

6 BC E

7 D E D E

DABC

3.2-5 3.2-6

8 A 3.2-6 A

D

9 MyFolder neiqiey

3

C A

1 Edit Clear All OK

2 AB

3 C AC

4 AC AC D

3 D A D

4 D A EF

5 CECFCECF C A 3.2-7

3.2-7

75

4

y0.2x3x2x1

1 Edit Clear All OK

2 3.2-8 0.2x^3x^2

x1 OK

3 A

4 A A

5

3.2-8 3.2-9

6 3.2-9

3.2-8 Function

y0.2x^31.5x^2x1

7 A 3.2-10

3.2-10 3.2-11

8

3.2-12 3.2-13

76

9 3.2-11

0360 l

Basic Format 3.2-12Basic Format

3.2-13 Angle Radian

5

1 Edit Clear All OK

2ABC

3ABC 3.2-14

100 OKABC ABC

4 ABCABC AABBCC

5 CACB

6 CA B C 3.2-14

0

10 OKABC CAB

C

7 C CCCACB Edit Properties

Hide 4

8 AABC 3 3.2-15

3.2-14 3.2-15 3.2-16

9 BCB Edit Shade On/OffBCB

C C B

BCB Edit Shade On/OffB C B

C C B

77

10 BCB B C B

C C B

6

1

ABC

2 C

3 AB AB D

4 C D

3.2-16 90 180 OK C D 180 C

5 CACB ACBC 3.2-17

4 C

AB C

3.2-17 3.2-18

7

ABCABC

1ABC

2ABC D

3ABC D

3.2-18 Dilation Scale0.3 OK

ABC

D A D A

78

4 AABBCC 3.2-19

3.2-19 3.2-20

8

ABC x y yx

1ABC

2ABC 3.2-20 Transform

1001 OKABC x ABC

y

1001

yx

1001

yx

10

01

yx

1001

yx yx

0110

yx

0110

xy

22 AnimateTrace

Edit Animate

9

1 File New

2

3 A A B x

4 A A C y

5 AB

6 AD

7 AD A EF

8 DE A 3.2-21 Rotation

79

OK DE 90 DE

9 D 90 D

10 DF 90 DF

11 D AB E AB G

12 Edit PropertiesHide

131112 D AB E AB

H

14 D AB F AB I

15 D AB F AB J

16 GHHIIJJG

17 GHHIIJJG GHIJA

3.2-22 Translation

50 OK 9 5

18 GGHHIIJJ

19 View Animation UI 3.2-23

3.2-21 3.2-22

20 D A D A

D A Edit Animate

Add Animation D

3.2-23 3.2-24

21 D A AA

Edit AnimateGoRepeat D G

G D G

22 Edit Stop

80

23 silengzh

10

1 File New

2

3 A A B x

4 CD C A

5 CD CD E


7 E Trace E

E Edit AnimateTrace

3.2-25 3.2-26

8 C A C A

9 C A E 3.2-26

C

10

C E

E E Edit Delete

C E

3.2-27 Edit AnimateEdit

Animations 3.2-28 Steps

E C Animations C

t00t10.5 C Remove

E

3.2-27 3.2-28

11 guiji01

81

11

1

2 yx21

3 A

4 A

02 OK A

A

5 AA

6 View Animation UI

7 A A

8 yx21 A A

9 A A yx21

yx221 3.2-29

10

11 AA AA B

12 B B

A A B yx

121 AB

3.2-29 3.2-30

13 Edit AnimateEdit Animations 3.2-30

AB

14 pingyi

82

12

EF A CD EF

t

1

2 A B

3 CD

4 EF E A F CD

5 EF EF G

6 View Animation UI

7 G G

8 E A E A

9 F CD F CD

10 E F CD G

3.2-31

EF E F

C D

3.2-31 3.2-32

11

12 CD F C

G 3.2-32

3.2-33

13 Edit AnimateEdit Animations 3.2-33

EF G Et0 t1 AE

0 360 F t0 t1 F C D

83

2.3 Measurement

Measurement box

13

1

2 AB

3CDE

4 C AB 3.2-34

Measurement Box

5 No yes

EXE C AB

C AB AB

AB C

C AB Edit Clear Constraints

C AB C AB

3.2-34 3.2-35

6 C AB Edit AnimateAdd Animation C

AB

7 CD 3.2-35 CD

8 CD

C AB

9 CDCE DCE

10 CDCEDE CDE

84

C AB

11 C D

12 Angle DCE Edit

Move to Front

13 Angle DCE Edit Copy

14

15 A1 Edit PasteDCE

3.2-36 3.2-37 3.2-38

14

AB6AC4BAC60

1 ABC

2 AB AB

3 3.2-39 6 AB

6

4 AC 4

5 ABACBAC 60

BAC 60

710.39230.564sin606 3 3.2-40

3.2-39 3.2-40

85

15

AB A12 1.5

1 AB

2 A A

3 A12 A

-1-2

4 AB AB

5 2.575758 1.5

AB 1.5

6

3.2-41 3.2-42

7 AB AB y1.5x0.5

AB y1.5x0.5

16

x2y22x4y40

1 A

2 A A

3 x2y22x4y40

4

12 AB AB3

86

3.2-43 3.2-44

17

EG EG BAC ACAB G AB

E AC I IBAC120

1

2 3.2-45 ABACA AB x C

3 D

05 D D DDDD5

4 ABAC

5 BAC

6 120 BAC120

3.2-45 3.2-46

7 AB 5 AB5 AC

5

8 EF DD EF No

9 No yes EF EFDD 3.2-45

AB A

A 00 EF DD

E

05 E E EE DD 5

87

10 E F E DD

11 AB E GH

AB GH H

12 G AB E AC I

13 EGIEIG

14 EF Edit ProperticsHide EF E F

15 View Animation UI

16 I I

17 E AC E AC

18 E AC I 3.2-46

A 0120sin|| EF 0120sin

55.774

AC y

19 I

20 Edit Copy Word

[[52.887][4.8633.112][4.7163.331][4.5583.543]

[4.393.75][4.2113.95][4.024.144][3.8184.331][3.6034.511][3.376

4.684][3.1354.848][2.8795.005][2.6075.151][2.3175.288][2.008

5.413][1.6755.525][1.3165.622][0.92385.699][0.49025.753][0

5.774]] 20

I

52.887 5tan302.887 y05.774

0120sin5

5.774

21 I I

I 3.2-47

SpreadSheet

3.2-47 3.2-48

22 I I xy

I 3.2-48

88

23 Edit AnimateEdit Animations Steps

20 30 3.2-49

24 I I

30 30

25 guiji03

3.2-49

18

Draw Expression

1 ABC

2 AC AC Draw MeasurementAngleBAC

3ABCBCA

4 Draw Expression 3.2-51

EXPR

5@1@2@3 1@1

180 3.2-52

3.2-51 3.2-52

6 Draw Text Text san jiao xing nei jiao

he. 3.2-53 OK 3.2-54

3.2-53 3.2-54

89

2.4

19

Main

1

2 3.2-55

3.2-56

3.2-55 3.2-56

3 ABCD

4 3.2-57 3.2-58

Edit Copy Edit

Paste

3.2-57 3.2-58

5 EXE xy 3.2-59

90

3.2-59 3.2-60

6 xy

7 AB AB

20

1 Main

2 ABCD

3 EFGH EFGH

4 EFGH

5 Keyboard/

6 Keyboard

7 ABBCCDDA

/

8 EXE 21

9 EFFGGHHE Edit Shade On/Off EFGH

3.2-60

10 ABCD

3.2-61

3.2-61 3.2-62

11 EFGH

4 3.2-62

91

21

ABC A12B13C31

1

1 Keyboard

2

3 2 1 2 2 3

4

132311

[[12][13][31]]

5 Keyboard

6

3.2-63 3.2-64

7 12

3.2-63

Edit PropertiesShow Name

[[12][13][31]] 3 2 3

3.2-64[[1

2][13][31][12]]

8 3.2-65

9[[12][13][31]] EXE

3.2-66 3 2

5 2

92

4

2 2 [[12][13]]

2 1 22 2 2

3.2-65 3.2-66

2

1 ABC

2 A 12

3 BC 1331

3.2-67 3.2-68

22

1 Menu eActivity

2 Insert

Geometry Link

3

4 x y

5 3.2-69

93

6

4x^216y^2-640

7

8

9

200046.346.3[[3.460][-3.460]

[0-2]]

046.3

10 x8/1.732

11

12 yx^212/6 3.2-70

1302

14 File SaveFiles

Create Folder Folder eActivity OK

15 Eact01 OK

16

3.2-69 3.2-70

17 Edit Delete Line

23

1 Menu eActivity

2[[-21][-2-1][2-1][21][-21]]

3

94

4

5 A

6 View Animation UI

8 A A

9 A 3.2-71

3.2-71

10

Geometry Main

eActivity

1 2 1

2

3

4

5

6

7

8

9

EXE x

y

10 22

11

95

1

1

1 Geometry 3.3-1

2 A AB

ABCDAAAB

3

4 C C AB

5 CD D AB AB

AB

6 D AB D

AB D AB

7 CD CD

8 E

9 D AB 3.3-2 Edit Animate

Add Animation

AB D

10 E Edit AnimateTrace

3.3-1 3.3-2

96

11 Edit AnimateEdit Animations

3.3-3 Steps E

D t0 A t1

B t1 0.5 D AB

t1 1 D AB t1 D

BA

12


14 D AB E C

AB

3.3-3 3.3-4

15

E 3.3-5

3.3-5 3.3-6

16 File Save 3.3-6 paowu01

Save

2

1 File New 3.3-7 OK

97

2 3.3-8 AB

3 CD DE E AB AB

4 CDDE

3.3-8 92.18935

3.3-7 3.3-8

5 3.3-8 3.3-9 CD

DE No yes EXE DE CD

6 DE AB 3.3-9

3.3-10

7 3.3-11 75.73534 90 EXE DE AB

DE CD DE AB

3.3-9 3.3-10

8 E AB Edit AnimateAdd Animation

E AB

9 D Edit AnimateTrace

3.3-11 3.3-12


E AB D D C

98

AB 3.3-12

11 paowu02

2

1 File New

2 3.3-13 ABCD CD AB

3 AB E AEEB

4 C F CF

5 AECF

6 No yes CF AE

3.3-13

7 DG DG BE

8 CFDGAEBE FG Edit PropertiesHide

9 C D HI


11 HI

12 E AB

13 HI 3.3-14

14 Edit AnimateEdit Animations

15 Steps 80 E 3.3-15

3.3-13 3.3-14 3.3-15

16 tuoyuan

3

ABC BC BC H

99

1 File New

2

3 y A x BC B C

x

4 A BC A BC

5 DE DE

6 A BC

7 DE F

6 FBFC

7 B FC F BC

8 GG FBC

9 G Edit AnimateTrace G

10 F DE Edit AnimateAdd Animation

F BC DE

F DE


3.3-16

12 G 3.3-16

4

1

2 A AB x AC y

3 AB

4 C D y

100

5 CD

6 AB CD 3.3-17

7 3.3-18 No

yes CD AB

8 AB C EF EF

AB C AB C

3.3-17 3.3-18

9 CE

10 CE E E CE

11 C CD

12 GG E

13 G AB

14 C Edit PropertiesHide

3.3-19

3.3-19 3.3-20

15 EH H

16 B A Rotation

Angle 180 OK B 180 B

17 HB HB I

18 BI BI EH J J

19 HJHJ E

101

20 3.3-20

21 jiaodian

5

OAOB AB AB

1 3.3-21

2 CD D AB

3 AB CD

3.3-21 3.3-22

4 90 AB CD

5 CD CD E

6 EF F EG G FG

7 EFEG 90

8 E00

9 C10

3.3-23 3.3-24

10 3.3-24

102


12 F

13 EF

EF 40

14 AB Edit PropertiesHide

15 E A O

O 3.3-25

16 EFC ABF

17 AB AB H

18 H H

19 H H 3.3-26

3.3-25 3.3-26

103

Graph & Table

4.1-1

4.1-1 4.1-2

Edit

11 Type

4.1-3

yType

yfx

104

rType

rr

Param Type

==

)(),(tgytfx

xType

xfy

yType

yfx

yType

yfx

yType

yfx

yType

yfx

xType

xfy

xType

xfy

xType

xfy

xType

xfy

Shade Type

y1 { x^2-1

1-x^2 }|-11

4 dxx

sin

5 dxxx +2

0

)sin3(

128

Conics

5.1-1

5.1-1 5.1-2

EditForm5.1-2

Fit

11

Form 5.1-2

Fit 5.1-2

EditZoomAnalysis Trace Sketch

129

12 G-Solve

Focus

Vertex

Directrix

Symmetry

Latus Rectum Length

2p

2

Center

Radius

Asymptotes

Eccentricity

x-intercept x x

y-intercept y y

y-cal

x y x

OK

x-cal

y x y

OK

13

130

AnalysisTrace

131

1 x^24xyy^26x6y40

1

2 Form AX2BXYCY

2DXEYF0 x

24xy

y26x6y40

3 5.2-1

5.2-1 5.2-2

4 Analysis G-SolveFocus 5.2-2

5 Analysis G-SolveVertex

5.2-3

6 Analysis G-SolveEccentricity

7Analysis G-SolveAsymptotes5.2-4

8 Analysis x-Intercept x

Analysis y-Intercept y

5.2-3 5.2-4

132

9 Analysis y-Cal 5.2-5 Enter Value x

4 OK y 5.2-6

5.2-5 5.2-6

133

1

x2y24y3

1

2 x2y^24y3

3 5.3-1

4 Fit Fit Into Conics Form

xAYK2H OK

5.3-1 5.3-2

5 Analysis G-SolveFocus 5.3-2

5.3-3 5.3-4

6 Analysis G-SolveVertex

7 Analysis G-SolveDirectrix 5.3-3

8 Analysis G-SolveSymmerty

134

9 Analysis G-SolveLatus Rectum Length

2p 5.3-4

2

2x^23y^22x5y30

1

2 2x^23y^22x5y30

3 5.3-5

4 Fit Fit Into Conics Form 2

2)(AHx

2

2)(B

Kx 1 OK

5 Analysis G-SolveFocus

5.3-6

5.3-5 5.3-6

6 Analysis G-SolveAsymptotes

5.3-7

5.3-7 5.3-8

135

7 Analysis G-SolveCenter

8 Analysis G-SolveEccentricity 5.3-8

136

Sequence

6.1-1

6.1-1

11 Recursive

1

Sequence Editor

Tabel

Graph

Sequence RUN

Main

Keyboard

Close

2Type

an1Type a0

an1fan

a0

an1Type a1

an1fan

a1

137

an2Type a0a1

an2fa n1

a n

a0a1

an2Type a1a2

an2fa n1

a n

a1a2

3nan

n n

an

bn

cn

an1

bn1

cn1

an2

bn2

cn2

anE an

bnE bn

cnE cn

4

display On Off

Set Sequence 3 On Off

Step Disp

Clear Sheet

5

anan1 1

an/an1

2

anan1

138

6

an1fan

a0

an1fan

a1

an2fa n1a n

a0a1

an2fa n1a n

a1a2

7

Start

End

yx

rSolvean22an

13ana11a22

Explicit

12

G-Connect

an an

Graph

G-Plot

Table To

List

Store Data

Re Table

139

Delete

Table

Link

n an

4 1

140

1

ann3

1

2 Explicit

3 anE n^3 anE anEn^3

4 anEn^3 6.2-1

6.2-1 6.2-2

anEdisplay On

5 anE 6.2-2

6 6.2-3 an OK

6.2-4

6.2-3 6.2-4

7 Start1End8

Start

141

8 6.2-5

1 Dfrnce 1 an1ann12

End

9

6.2-6Dfrnce Quot 1

an1/ann12 End

6.2-5 6.2-6

10

6.2-7 Dfrnce 1 Quot 1 2

an2an1 /an1ann12 End

11

6.2-8 n an 1 Sum 1 an1ann12 End

6.2-7 6.2-8

12 6.2-9

13 Graph Gconnect

14 Graph Plot

15 Link 6.2-10

an n an 16 an Table to List 6.2-11

main OK

listXlist1list2 Statistics

6.2-12

142

6.2-9 6.2-10

6.2-11 6.2-12

2

{an} an12an1a11

1 Recursive

2 an1 2an1nan an a10

a11

3 an12an1 6.2-13

an

4 6.2-14

5 Start1End8

6.2-13 6.2-14

143

6 Store Picture 6.2-15

Pict01 OK

6.2-15 6.2-16

7 Sequence Run

8 Calc rSolve rSolvean12 an1a11 EXE

an2n1 6.2-16

3

1an12an3na11

2an12an3na11

3an12 n ana11

4an13 n2 ana11

5an11+n

nana11

6an1n

n

aa

+

31

a10

7an1n

n

aa

++

38

a11

8an1313

+

n

n

aa

a11

9an1 na a12

EXE

an12an3n

a11

an3n272

n 3

an1pan

fnfn

n

144

an12an3n

a11

an3 n 2

n an1pan

qrn

an12 n an

a11

an2n1n1

an13 n2 an

a11

an3n1[n1]

2

an11+n

nan

a11

ann1

an1n

n

aa

+

31

a10

an11

+

nn

an1n

n

aa

++

38

a11

an1)5(4)5(2

+

n

n

an1313

+

n

n

aa

a11

an

11

11

5)34(5)34(

++

nn

nn

iiii

an1 na

a12

log2an

1

21

n

4

1an2an1ana11a21

2an22an13ana11a21

3an24an14ana11a21

4an22an12ana11a22

5an2ana11a22

an2an1an

a11a21 an55[

251+n]

2

51 n ]

145

an2

2an13an

a11a21

an6

)1(33 nn

an2

2an12an

a11a22

an161 [81i

n i

81i n i

an2an

a11

a22

an21[2ii

n

2ii n]

5

1an13anbnbn1an3bn, a12, b11

2an12an21bnbn13an

21bn, a11, b12

an13anbn

bn1an3bn,

a12, b11

an )243(21 11 + nn

bn )243(21 11 nn

an12an21bn

bn13an21bn,

a11, b12

an54

1

21

n

bn an1012

1

21

n

146

1

2000

30 2001 16

4

1 12000 a1103 1 2001

a2 n an1 an

2 60

12000 a1103

107

n an 1an

1 1an 16% an

4%

n

an1an14%1a n16% an154a n

254

n an a1103

Sequence RUN

Calc rSolve rSolvean10.8an0.16a10.3 EXE

an

1

54

21

n

54 6.3-1

an Edit Copy

6.3-1 6.3-2

Action AdvancedSolveSolve Edit Paste

an 6.3-2 Solve

1

54

21

n

54>0.6n EXE

n>5.10628372

1

54

21

n

54

147

5 60

2

2001 30 6

60

2001 b1 b2b3

x

b130b20.94b1x

n1 bn10.94bnx

6.3-3 ClassPad330Plus rSolvebn10.94bnxb120

bn bn0.94n116.66666666667*x2016.66666666667*x

Edit Copy

Edit Paste bn

6.3-4 y EXE bn y

6.3-3 6.3-4

Action Calculationlim 6.3-4 limyn EXE

16.66666667x Action Calculation/Inequality Solve

ans60x ans 16.66666667x EXE

x3.6 3.6

3

1997 40 6.00 /kg1998

35 8.00 /kg 1999 38

0.001 0.01

1998 n an bn a135b18.00

bnfan

an1gbn

+=+=

+ .,

1 dcbabaab

nn

nn

+=+=

.358,406

baba

148

a52b22

1997 1998 1999

+=+=

.838,635

dcdc c

23d26

+=

+=

+ .2623

,2252

1 nn

nn

ba

ab

an153an59 a135b18.00

6.3-5 ClassPad330Plus rSolvean10.6an59a135

an an Edit Copy

Action Calculationlim 6.3-6

lim8

2958

5315

1

+

n

n EXE 36.8758

2958

5315

1

+

n

6.3-5 6.3-6

36.875 7.25

4

2

169 239/169 239

70 99/70 99

29 41/29 41

12 17/12 17

5 7/5 7

2 3/2 3

1 1/1 1

149

112 213

235 257

5712 51217

121729 122941

294170 297099

7099169 70169239

an bn

+=+=

+

+

.2,

1

1

nnn

nnn

babbaa

a11b11

2n

n

ab

ClassPad330Plus

6.3-7

Start1End10

6.3-8 anbncn

6.3-7 6.3-8

cn c10 c101.414213624895

2 1.414213562 2 0.0000001

Sequence RUN

an21[1 2 1n 1 2 1n ]

42[1 2 1n 1 2 1n ]

150

bn21[1 2 1n 1 2 1n ]

22[1 2 1n 1 2 1n ]

n

n

ab

1

1

)322)(22()21(2)322)(21(2)21(2

++++

n

n

n

nn a

b+

lim 2

5

1000 AB

A 20% B B

30% A AB

AnBn n A B

+=

+=

+

+

,107

51

,103

54

1

1

nnn

nnn

BAB

BAAAnBn1000

Sequence RUN

Calc rSolve rSolve{ an10.8an0.3bnbn10.2an

0.7bn}{a1ab11000a} EXE

an

1

21)600(

n

a 600bn1

21)600(

n

a 400

a Clear_a_z

an Edit Copy

Edit Paste an

6.3-9 c EXE an c

bn b 700 a

6.3-9 6.3-10

Action Calculationlim 6.3-9 limcn100 EXE

600 limbn100 EXE 400 6.3-10

151

n 100 600 400 A

600 B 400

6

20%

10% 5%

3% 2000

2030

xnyn n

xn %20

%20=

n

n

xx

nnn xxx 2.1%)201(1 =+=+

10%

nnn yxx 1.02.11 =+

5% nn yy 05.11 =+

3%

nnn yxy 05.103.01 +=+

+==

+

+

.05.103.0,1.02.1

1

1

nnn

nnn

yxyyxx

x020y030

ClassPad330Plus 6.3-11

6.3-11 6.3-12

an Edit Copy

Edit Paste an

a EXE an a 6.3-12

Action Calculationlim 6.3-12 liman15 EXE

21.72526276

152

bn 73.54473801

4 anbn

20044 1

225

7

1

2

1 10mg

2 25%

3 25%

4

n an bn

a010b00 anbn

25% 25%

50% 50%

10mg

an0.5an10.5bn110

50%

25%

bn0.25an10.5bn1

+=++=

,5.025.0,105.05.0

11

11

nnn

nnn

babbaa

a010b00

ClassPad330Plus

an1021

42

1n10

21

42

1n10 2

21

42

1n

10 2 21

42

1n40bn

1021

42

1n10

21

42

1n

2215

21

42

1n

2

215

21

42

1n20

an Edit Copy

Edit Paste an

153

a EXE an a

Action Calculationlim 6.3-13 liman100 EXE

39.99999547 n 40 bn 19.99999679

6.3-13 6.3-14

n100 n98

40mg20mg

6.3-14

Start1End120

6.3-14 an

39.999999 120 40mg

n End98

8

x3x210

6.3-15 fx x3x21 fx012

6.3-15 6.3-16

154

x3x210 x 3 2 1+x

xn1 32 1+nx x11

6.3-16

Start1End100

6.3-16 n24 an

a24 1.465571272828 n25 an a25 1.465571250505

an 24 1.4655712 End100

1{an} an2an1ana11a211+n

n

aa

21=

10

1

3

nn 2

=

10

1

2)(n

n

155

SpreadSheet

4.1-1

5 6 6 12

7.1-1

1 SpreadSheet

11 File

Import A1

LIST EXPR

list1 list1

Export A1A999 A3

list1 LIST

EXPR

156

Recalculat

e

1.2 Edit

Undo/Redo /

Options

AutoFit

Selection

Column

Width

30

B1

Number

Format

Normal 1

Normal 2

Cell Viewer

A6 6

A51

Goto Cell

Select

Range

A1

B5

Fill Range

A1B5

3

157

Fill

Seqence

x2

A1

x1

23456

Rows

Insert

Column

Rows

Column

Delete

Cell

Cut

Copy

Paste

Select All

Sort /

Search

Search

Again

Clear All

OK

Cancel

1.3 Graph

Line

Clustered

2

158

Stacked

100%

Stacked

Clustered

Stacked

Column

100%

Stacked

Clustered

Stacked

Bar

100%

Stacked

Pie

Scatter

Histogram

{485750

5464614359}

Box Whisker

{485750

5464614359}

2

2

Row Series

Column

Series

159

14 Action

row

col

count

cellIf

B1

cellifA2>5Big

Small

A2 5

B1 Big

Small

Min

Max

Mean

Median

Mode

Q1

First

Quartile

Q3

Third

Quartile

2

percentile

StdDev

Variance

Sum

Prod

Cuml a1a1a2a1a2

a3

list a2a1a3a2

Percent

PolyEval

1

Sequence

2

List-

calculation

SumSeq 3

1Sequence

A1A2A3 321 B1 sequenceA1

A3 B1 132231 yx22x

2 4 3

2PolyEval

A1A2A3 321 B2 PolyEvalA1A3 B2

160

2 3x22x1321 4

3

3SumSeq

A1A2A3A4 3135 B1B2B3B4

3216 C1 SumSeqA1A4 C1 1

3223146 0.08333333333x4

0.8333333333 x33.916666667x26.166666667x

15

/

/

/

1.3

/

1.6 View

Select

161

Room Box

Pan

Zoom In

Zoom Out

Zoom to Fit

Toggle Axes

Markers /

Lines /

Markers Lines

17 Series

Linear

yaxb

Quadratic yax

2bxc

Cubic yax

3bx

2cxd

Quartic

4

Polynomial

Quintic 5

Exponential

yae^bx

Logarithmic

yablnx

Trend

Power

yax^b

Column

Line

162

1

List-Calculation

1

2 Edit Options 7.2-1 OnDown

7.2-1 7.2-2

3 Edit Column Width 7.2-2 30

A1 C1 A C 30

A B

4 7.2-3

7.2-3 7.2-4

5 A11 Action List-Calculation Sum 7.2-4

A4 C9 EXE A11

908

A11 SumA4C9100 SumA4C9B4

C4 1340

6 A12 Action min 7.2-5 A4

C9 EXE A12 12

7

meanA11C950.4

medianA4:C946.5

modeA4:C9{5745}

163

Q1A4:C933

Q3A4:C9 65

prodA4:C94.711029

cumlA4:C9{61144191223269340352387444509554573606

697754799820908} 616183618347

listA4:C9{22-36-151425-5923228-20-261458-34

-12-2467} 83-6147-8332-47

percentA4:C4{57.5471698113211.3207547169831.1320754717} 61/61

123312/61123333/611233

stdDevA4:C9 23.33193273107

varianceA4:C9 544.3790849673

polyEvalA4:C4 61*x^212*x33 611233

x

sequenceA4:C4t 35*t^2-154*t180 t

161212333

sumSeq A4:C4 y 11.66666666667*y^ 3 -59.49999999999*y^ 2

108.8333333333*y y1612611236112

33

percentile A4:A95054

7.2-5 7.2-6

2

1

2 A1 1 EXEA1 1 7.2-6 A2

EXE Edit Options Cursor

Movement Down 7.2-7

3 A2 a11 EXEA2 2

164

4 A2 Edit Copy

5 A3 A10 A3 A10 Edit Paste

A3 A10 3410

6 B1 2A1B1 2

7.2-6 7.2-7

7 B1 Edit Copy

8 B2 B10 Edit Paste B2 B10 46

20

9 A1 B10 Edit Paste A3 A10 34

10 7.2-8

7.2-8 7.2-9

10 A1 B10 Graph LineClustered

1210 A1 A10B1 B10

7.2-9

7.2-10 7.2-11

11 Type Stacked 12

165

10 A1 A10A1B1 A10B10 7.2-10

1A12A210A101A1B12A2B210

A10B10

12 Type 100%Stacked

7.2-11 1 2 33.33%

66.67%Ai AiBi 1/3i12310

13 7.2-12

B927 B9 18 A9B9

7.2-12 7.2-13

14 7.2-131A1

1A1

3

xn

Row

1 Main

2 A1 x^rowA1 EXEA1 x A2

3 A1 Edit Copy

4 A2 A10 Edit Paste A2 A10 x^2x^3

x^4x^10

6 B1 diffA1B1 1

7 B1 Edit Copy

8 B2 B10 Edit Paste B2 B10 2x3x^2

10x^9

9 B AutoFit SelectionB 7.2-14

10xnnxn-1

11 C1 diffA1x2C1 0

12 C1 Edit Copy

13 C2 C10 Edit Paste C2 C10 26x

90x^8xn

166

14 C AutoFit SelectionC 7.2-15

7.2-14 7.2-15

4

1 A1 A10 7.2-16

2 A1 A10 10 7.2-17

7.2-16 7.2-17

3 Series TrendPolynomialQuadratic

7.2-18 7.2-19

167

4 7.2-18

5 Edit Copy

6 B1 Edit Paste B1

7 B1 AutoFit SelectionB1

8 7.2-19-1.004x21.313x-1.028

5

1

2 7.2-20

7.2-19 7.2-21

3 A1 C3 7.2-21 A1 C3

A4

A4 C6

4sumA1:c3 D1 EXE D1

9 7.2-22

7.2-22 7.2-23

168

5{123} D2 D2

7.2-23

6[[148][3711][5913]]

169

1

11

1 2 3 4 5 6 7 8 9 10 11

93 72 97 85 91 88 92 100 75 69 86

98 76 94 83 89 86 90 98 78 66 88

1 46

2

3

4

1 Spreadsheet 7.3-1

A1A11B1B11

2 7.3-2 C1 A10.4B10.6 EXE

C1 96 1

7.3-1 7.3-2

3 C1 CtrlC C2 CtrlV C11

7.3-3

5 D1 Action Modemode2 C1:C11

Exe D1 9674.495.2

6 D2 Action Medianmedian

C1:C11 EXE D2 87.2

7 D3 Action Meanmeanc1:c11

Exe D3 86.1

8 D4 Action VarianceVariance

C1:C11 EXE D4 96.5

9 D5 Action StdDevStdDev

170

C1:C11 Exe D5 9.83 7.3-4

7.3-3 7.3-4

10 C1 C11 7.3-5

11 A1A11 B1B11

7.3-6

7.3-5 7.3-6

12 7.3-7

13 7.3-80.9155x7.097

14 D6 9 D6 y0.9155x7.097

15 D6 D6 7.3-9 D6

7.3-7 7.3-8

171

160.9155x7.097 Edit copy

7.3-10 y2 Edit Paste y2

7.3-9 7.3-10

2

100 t

3.1 2.5 2.0 2.0 1.5 1.0 1.6 1.8 1.9 1.6

3.4 2.6 2.2 2.2 1.5 1.2 0.2 0.4 0.3 0.4

3.2 2.7 2.3 2.1 1.6 1.2 3.7 1.5 0.5 3.8

3.3 2.8 2.3 2.2 1.7 1.3 3.6 1.7 0.6 4.1

3.2 2.9 2.4 2.3 1.8 1.4 3.5 1.9 0.8 4.3

3.0 2.9 2.4 2.4 1.9 1.3 1.4 1.8 0.7 2.0

2.5 2.8 2.3 2.3 1.8 1.3 1.3 1.6 0.9 2.3

2.6 2.7 2.4 2.1 1.7 1.4 1.2 1.5 0.5 2.4

2.5 2.6 2.3 2.1 1.6 1.0 1.0 1.7 0.8 2.4

2.8 2.5 2.2 2.0 1.5 1.0 1.2 1.8 0.6 2.2

A 3 56

1 Spreadsheet

2 7.3-11 100 A

7.3-11 7.3-12

172

3 A Graph Histogram

7.3-12

4 A Graph Box Whisker 7.3-13

7.3-13 7.3-14

5 7.3-14 4.3

6 0.2 7.3-15 Median 2 16

Q1 1.4 7.3-17 Q3 2.5

7.3-15 7.3-16

7 B1 meanA1:A100 meanA1:A1001.973

7.3-17 7.3-18

8 B2 modeA1:A100 modeA1:A1002.3

173

Statistics

8.1-1

8.1-1

1.1 Edit

Open List

Close List

Jump to Top

Jump to Bottom

SortAscending

Sort

Descending

Delete CellColumnList

Variable

Insert Cell

Cut

Copy

Paste

Select All

Clear All OK

Cancel

174

1.2 Calc

One-variable

Two-variable

Linear Reg y

axb

MedMed Line yax

b

Quadratic Reg yax2bxc

Cubic Reg yax3bx2cx

d

Quartic Reg yax4bx3

cx2dxe

Logarithmic Reg yablnx

Exponential Reg yaebx

abExponential Reg yabx

Power Reg yaxb

Sinusoidal Reg ya

sin(bxc)d

Logistic Reg y

bxaec

+1

Test

Interval

Distribution

DispStat

1.3 SetGraph

Setting

StatGraph1~9 1~9

StatGraph1~9

Graph Function

Previous Reg

Stat Window Auto On Off

1.4

175

2 2

3 3

4 4

1.5

1One-Sample Ztest Z

zz

n

x

0

8.1-2List 8.1-3Variable

176

8.1-2 8.1-3

0

0

x

n

condition 00

0

List

Freq

2Two-Sample Ztest z

Z

2

22

1

21

21

nn

xx +


8.1-4 8.1-5

1x 1

2x 2

1 1

2 2

n1 1

n2 2

1 condition 22

1 22 1 2 )

List 1 1

List2 2

Freq1 1

Freq2 2

177

3One-Prop Ztest z

z Z

npp

pnx

)1( 00

0

8.1-6

8.1-6

Prop cond. p0p0p0

)

p0 0p01 )

x

n

4Two-Prop Ztest z

z z

)11)(1(21

^^2

2

1

1

nnpp

nx

nx

+

8.1-7

8.1-7

p1 condition p2p2 1

2p2 1 2 )

x1 1 x10

x2 2 x20

n1 1

n2 2

178

5One-Sample TTest t

t-

t

nxx

n 1

0


8.1-8 8.1-9

condition 00

0 )

0

List

Freq

x

xn1 0

n

6Two-Sample TTest t

t-


t

)11(21

21

21

nnx

xx

np +

xpn1

2)1()1(

21

2122

2111

++

nnxnxn nn

dfn1n22

1x 1

179

2x 2

x1n1 1

x2n1 2

n1 1

n2 2

df

t

2

212

1

211

21

nx

nx

xx

nn +

df

1)1(

1

1

2

2

1

2

+

nC

nC

C

2

212

1

211

1

211

nx

nx

nx

nn

n

+

1x 1

2x 2

x1n1 1

x2n1 2

n1 1

n2 2

df

8.1-10 8.1-11

1 condition 22

1 22 1 2 )

List 1 1

List2 2

Freq1 1

Freq2 2

Pooled

1x 1

2x 2

180

x1n1 1x1n10

x2n1 2x2n10

n1 1

n2 2

7Linear Reg TTest t

t xy y

abx ab t x y

8.1-12

b

=

=

n

ii

n

iii

xx

yyxx

1

2

1

)(

)()(a yb xtr 21

2r

nab

8.1-12

& cond. p-000

)

X List x-

Y List y-

Freq

00

t t

prob p

df

a

b

s

r

r2

SEb Standard error of the least squares slope.

82 Test2

2 2

/

181

Fij

= =

= =

k

i

l

jij

k

i

l

jijij

x

xx

1 1

1 12

= =

k

i

l

j ij

ijij

FFx

1 1

2)(

8.1-13Matrix[214175][451597]]

597451175214

8.1-13 8.1-14

[214175][451597]] Next 8.1-14

2 2

prob p

df

9Two-Sample FTest F

-

F F

F 212

211

n

n

xx


8.1-14 8.1-15

1 condition 22

1 22 1 2 )

List 1 1

List2 2

182

Freq1 1

Freq2 2

x1n1 1x1n10

x2n1 2x2n10

n1 1

n2 2

12

F F

p p

x1n1 1

x2n1 2

1x 1

2x 2

n1 1

n2 2

10One-Way ANOVA

ANOVA

FMSeMS

MSFdfSS

MseFdfSSe

SS=

k

iii xxn

1

2)(

SSe=

k

inii xn

1

21)1(

Fdfk1

Edf=

k

iin

1

)1(

k

ix

xin1

183

ni

x

Fdf

xpn1

Ms

SS

F F

p p

Edf Errdf

MSe ErrMS

SSe ErrSS

8.1-17 8.1-18

11Two-Way ANOVA

8.1-19 8.1-20

Interval()

ListVariable

1One-Sample Zint Z

xZ2

n xZ

2

n

1001% 95% 95%

10.950.05

184

C-Level 0C1 )

0

List

Freq

x

n

Left

Right

xn1

2Two-Sample Zint Z

1001%

1x 2x Z 2

2

22

1

21

nn + 1x 2x Z 2

2

22

1

21

nn +

1x 1

2x 2

1 1

2 2

n1 1

n2 2

C-Level 0C1 )

1 1 10

2 2 20

List1 1

List2 2

Freq1 1

Freq2 2

1x 1

2x 2

n1 1

n2 2

185

Left

Right

x1n1 1

x2n1 2

3One-Prop ZInt Z

1001%

nxZ

2 ))1((1

nx

nx

n

nxZ

2 ))1((1

nx

nx

n

C-Level 0C1 )

x

n

Left

Right

^p

4Two-Prop ZInt Z

1001%

1

1

nx

2

2

nxZ

2

2

2

2

2

2

1

1

1

1

1 )1()1(

nnx

nx

nnx

nx

+

1

1

nx

2

2

nxZ

2

2

2

2

2

2

1

1

1

1

1 )1()1(

nnx

nx

nnx

nx

+

C-Level 0C1 )

x1 1x10

x2 1x20

n1 1

n2 2

Left

Right

186

^

1p 1

^

2p 2

5One-Sample Tint t

1001%

xtn12

nx n 1 xtn1

2

nx n 1

List

Freq

x

n

xn1 xn10

Left

Right

6Two-Sample Tint t

1001%

1x 2x t 221 +nn 2 )11(

21

21 nn

x np +

1x 2x t 221 +nn 2 )11(

21

21 nn

x np +

xpn1 2

)1()1(

21

2122

2111

++

nnxnxn nn

1x 2x t df 2 )(

2

212

1

211

nx

nx nn +

1x 2x t df 2 )(

2

212

1

211

nx

nx nn +

df

1)1(

1

1

2

2

1

2

+

nC

nC

C

2

212

1

211

1

211

nx

nx

nx

nn

n

+

187

C-Level 0C1 )

List1 1

List2 2

Freq1 1

Freq2 2

Pooled

1x 1

2x 2

x1n1 1 x1n10

x2n1 2 x2n10

n1 1

n2 2

Left

Right

x1n1 1

x2n1 2

xpn1

Distribution

1 Normal PD

fx2

2

2)(

21

x

e

x

2 Normal CD

p dxex

b

a

2

2

2)(

21

3 Inverse

Normal CD

0 area0

Area1 x1x2

dxxf )( p

188

4 Student-T PD t x df0

fx

dfdfdf

xdf df

)2

(

)1)(2

1( 212

+++

5 Student-T CD df a b t

p ++

+b

a

df

dxdf

x

dfdf

df2

12

)1()

2(

)2

1(

6 Inverse T CD t- df p t- x

7 2 PD 2 x df0

fx 21

22)21(

)2

(

1 xdfdf exdf

x0

8 2 CD df 2

p dxexdf

xdfb

a

df2

122)

21(

)2

(

1

9 Inverse 2

CD

2 df p x

10 F PD F x

fx

21

22 )1()()

2()

2(

)2

( dnnn

dnxx

dn

dn

dn+

+

+x0

11 F CD F

p

dxdnxx

dn

dn

dndnnb

a

n2

122 )1()(

)2

()2

(

)2

( ++

+ x0

12 Inverse F CD F nd df x

13 Binomial PD

x p

fxC xn px1p xn x012np

0p1n

189

14 Binomial CD n p0p

1 x

15 Inverse

Binomial CD

16 Poisson PD (0) x

fx!x

e xx012

17 Poisson CD (0) x

18 Inverse

Poisson CD

19 Geometric PD p0p1 x

fxp1p 1x x012

20 Geometric CD p0p1 x

x

21 Inverse Geo

CD

190

2.1

Edit

1

10

1 2 3 4 5 6 7 8 9 10

96 85 73 68 87 92 88 76 62 86

98 91 69 72 83 86 79 85 68 95

1 5 5

2 30% 70%

3

1

8.2-1

8.2-1 8.2-2

list1 Cal 8.2-2

list1 Cal

Cal{1234678910} 8.2-3

list1 8.2-4

8.2-3 8.2-4

191

CalCal

list2 list3 8.2-5

8.2-5 8.2-6

list1 CalCal

{1234678910} 4 6 5

list2 CalCal{96857368

9288766286} 68 92 87 list3 Cal

Cal{989169728679856895} 72

86 83 5 8.2-6

Edit Insert Cell

8.2-7 5 list1

5 8.2-8 5

8.2-9 list1 list1 Cal

Cal 8.2-10

8.2-7 8.2-8

Edit list2

list2 Edit Close List

list2 Cal list2

2 4 8.2-11

1234

192

8.2-9 8.2-10

list4 CalCal 0.3

list20.7list3 8.2-12

0.320.73

list

8.2-11 8.2-12

3 Edit SortDescendingSort

Descending 4 8.2-13

OK list4 8.2-14

OK list1 OK list2 OK list3

OK 8.2-15

SortDescending

Base List list4

8.2-13 8.2-14 8.2-15

193

2.2

Calc

2

10

1 2 3 4 5 6 7 8 9 10

96 85 73 68 87 92 88 76 62 86

98 91 69 72 83 86 79 85 68 95

1

2

1

Edit, Clear AllClear All

OK

2

list1 list2 8.2-16

8.2-16 8.2-17

Calc, One-VariableSet Calculation

XListX list1Freq

1 8.2-17 OK 81.3 10.440 785

8.2-18 OK

8.2-18 8.2-19

Calc, One-VariableSet Calculation

XListX list2Freq

194

1 OK 82.6 10.011 992 8.2-19

OK

Set Calculation

x

x

x2

xn

xn1

n

minX

Q1

Med

Q3

maxX

Mode

ModeN

ModeF

x1x2xn

xn ( ) ( ) ( ) +++22

22

11 xxxxxxn n

xn1 ( ) ( ) ( ) +++22

22

111 xxxxxx

n n

2 SetGraph SetSet

StatGraphs Draw onType

ScatterXListX List1YList Y

List2Freq 1Mark square

8.2-20 Set

Set StatGraphs

TypeScatterxyLine

NPPlotHistogramMedbox

NDistBrokenLinearRMedMed

QuadRCubicRQuartR

LogRExpRyaebx abExpRyabx

PowerRSinRLogisticR

ScatterxyLine NPPlot

Mark squarecross

ldotdot

195

8.2-20 8.2-21

8.2-21

Calc Linear RegSet Calculation

XListX list1YListY

List2Freq 1Copy Formula Off

Copy Residual Off 8.2-22 OK

8.2-23 y0.782 680 4 x

18.968 076

8.2-21

8.2-23r r2MSe

8.2-22 8.2-23

OK 8.2-24

8.2-24 8.2-25

Calc MedMed LineSet

CalculationXListX list1YListY

List2Freq 1Copy Formula

OffCopy Residual Off 8.2-25 OK

8.2-26 y0.708 333 3 x23.034 722

OK 8.2-27

196

8.2-26 8.2-27

2.2

3

2 82

Main

1 8.2-16 Calc Linear Reg

Set CalculationCopy Formula y1

8.2-28 OK

8.2-28 8.2-29

2 Calc MedMed LineSet

CalculationCopy Formula y2 8.2-29

OK

3 y182 83.147

876 34 y282 81.118 055 56 8.2-30

82 83 81

8.2-30 8.2-31

y182 8.2-31

197

1

/ 00.5 0.51 11.5 1.52 22.5 2.53 33.5 3.54 44.5

0.04 0.08 0.15 0.22 0.25 0.14 0.06 0.04 0.02

1

2

1


OK

3

list1 list2 8.3-1

8.3-1 8.3-2

SetGraph SetSet StatGraphs

Draw onType Histogram

XListX List1Freq List2

8.3-2 Set

View Window 2D

8.3-3

xminx 0.5

maxx 5.5

scalex 0.25

yminy 0.05

maxy 0.3

scaley 0.1

198

8.3-3 8.3-4

Set IntervalHStart

0HStep 0.5 8.3-4

OK 8.3-5

8.3-5 8.3-6

2 Close

list3 8.3-6

SetGraph SetSet

StatGraphs Draw onType

xyLineXListX List3YListY

List2Freq 1 8.3-7 Set

8.3-7 8.3-8

8.3-8

2

X

X 2 1 3

P 0.16 0.44 0.40

199

EXE ( 2X5 )X ( 2X5 )

1

2 Edit, Clear AllClear All

OK

3 3

4 list1list2 list3 X2X5 P 8.3-9

8.3-9 8.3-10

5 Calc, One-VariableSet Calculation

XListX list1Freq

list3 8.3-10 OK EX 1.32X 1.713 942 8 8.3-11

OK

6 Calc, One-VariableSet Calculation

XListX list2Freq

list3 OK E ( 2X5 ) 7.64 ( 2X5 ) 3.427 885 6

8.3-12 OK

E ( aXb )aEXb ( aXb )aX EX X

8.3-11 8.3-12 8.3-13

21.325

E ( 2X5 ) 7.64 21.713 942 8

( 2X5 ) 3.427 885 6 8.3-13

3

200

/ 5 0 4 7 12 15 19 23 27 31 36

156 150 132 128 130 116 104 89 93 76 54

1

2

3 2

Main

1


OK

2

list1 list2 8.3-14

8.3-14 8.3-15


Draw onType Scatter

XListX List1YList Y List2Freq

1Mark square 8.3-15

Set

8.3-16 8.3-16

8.3-16 8.3-17

201

2 Calc Linear RegSet



y1Copy Residual Off 8.3-17 OK

8.3-18 y

2.351 704 x147.767 09

8.3-16

8.3-18 8.3-19

OK 8.3-19

3 y12 143.063

689 6 8.3-20

2 143.063 689 6

8.3-20

4

8

1 2 3 4 5 6 7 8

/cm 165 165 157 170 175 165 155 170

/kg 48 57 50 54 64 61 43 59

1

2

1


OK

4

202

list1list2 list3 8.3-21

8.3-21 8.3-22


Draw onType Scatter


1Mark square 8.3-22

Set

8.3-23

8.3-23 8.3-24

Calc Linear RegSet Calculation

XListX list2YListY

List3Freq 1Copy Formula y1

Copy Residual list4 8.3-25 OK

8.3-26 y0.848 484 8

x85.712 12 r0.798 474 8

8.3-23

8.3-25 8.3-26

203

OK 8.3-27

3 Close list4

8.3-28

8.3-27 8.3-28

xiyi

bxayyye iiiii == i128

a0.848 484 8 b85.712 12


Draw onType Scatter


1Mark ldot 8.3-27

Set

8.3-29

View Window 2D

8.3-29

xminx 1

maxx 9

scalex 1

yminy 10

maxy 10

scaley 1

204

8.3-28 8.3-29

8.3-29

5

y x 7

x/ 21 23 25 27 29 32 35

y/ 7 11 21 24 66 115 325

1 x y

2 x y

1


OK

2

list1 list2 8.3-30

8.3-30 8.3-31


Draw onType Scatter


1Mark square 8.3-31

Set

205

8.3-32 8.3-33

8.3-32

Calc Exponential Regyaebx

Set CalculationXListX list1YList

Y List2Freq 1Copy Formula


8.3-34 y0.021 297 3 e0.272 026 1x

MSe0.032 739 4

8.3-32

yaebx x y

yaebx

8.3-34 8.3-35

OK 8.3-35

2 Calc Quadratic RegSet




8.3-37 y2.553 048 8x2123.060

8x1482.067 3c MSe796.738 86

8.3-36 8.3-37

206

8.3-32 yax2

bxc yax2bxc x y

OK 8.3-38

8.3-38

8.3-34 8.3-37 y0.021 297 3 e0.272 026 1x MSe

0.032 739 4 y2.553 048 8x2123.060 8x1482.067 3c MSe

796.738 86 0.032 739 4 796.738 86 y0.021 297 3 e0.272 026

1x y2.553 048 8x2123.060 8x1482.067 3

6

300

37 85 122

35 143 178

72 228 300

1


OK

4

list1 3735 list2 85143 8.3-39

8.3-39 8.3-40

207

3 1 Cal sumlist1

list1 3 2 Cal

sumlist2 8.3-40 list2

8.3-41 8.3-42

list3 CalCal list1

list2 list1 list2 8.3-41

1 4 Cal

( )22872178122

358514337300 2

K2 4.513 892 255 044 8.3-42

PK23.841 0.5 95%

208

Program

9.1-1

3 7 FolderNameParameter

9.1-1

1

11

Progarm Loader

Name

Program Editor

Program Output

209

Text File

Contents

Main

Close

Keyboard

12 Edit

Open Editor

New File

Open File

Open File

Clear All

13 Run

Run Name

14

New File ErFenFa

OK 9.1-2

9.1-2

ErFenFa NNormal

TT-Text FF-Function

abcmn

210

141

Program Loader

Program Output

Variable Manager

142 Edit

New File

New File

Open File

Open File

Save File

Save File

Save As Save As

Close File

Normal Mode Chang

Text

Compress

Backup File

Cut

Copy

Paste

Select All

New Search

Search Next

Jump to Top

Search

Jump to

Bottom

Clear All

211

143 Ctrl

{ {

0 a a0cheng xu k

k

{123} list1

[[12][34]] Mat1

LBl Lbl Jump

Goto Goto

3 11

17

If

Then

ElseIf

Else

If

IfEnd

If

Then

[]

Elseif

Then

[]

Else

[]

ifEnd

39

17

For

To

Step

For

Next

For 1 i To n Step 2

si s

Next

Do Do

LpWhile

Do

sa1 s

a1d a1

i1 i

LpWhile in

While While

WhileEnd

While in

si s

i1 i

WhileEnd

Switch

Case

Switch

Default

Switch

Case

[]

Case

[]

212

SwitchEnd

Case

[]

Default

[]

SwitchEnd

Skip

Return 2 3

Break ForDoWhile

Switch

Wait Wait

Wait 10

10

360

Stop

Control

Pause

Logic

and

orxornot

Mise

Define Define [\ ]

[[

...]]

Define fx2x1

Define f12x1

Define z2xy

2x3y1

Define myfolder\f3

4x1

myfolder

144 I/O

1Input

Input

Input

[[]]

Input ajing que du ?

a

InputStr

InputStr

[String 1[String 2]]

STR

InputStr newnew variable

true new STR

213

InputFunc

InputFunc

[]

[[]]

InputFunc fx

fx

InputFunc vx0t

To define function v0m/s

tsec

define function

Getkey Getkey key

GetPen

GetPen

input a

input b

getpen ab

48 40

49 41

50 44

51 45

52 60856

53 60857

54 60858

55 94

56 13

57 28

46 29

147 30

43 31

45 144

60944 8

47 145

61 12

2Output

Print Print

Print

Print y y

Print teacher

Locate

Locate

Locate

Locate 212x1

21 2x1

Locate 21y2x1

21 y2x1

214

Message

Message

[]

message I am a teacher.Message

Example

Message

PrintNatural

PrintNatural [

Print ""]

PrintNatural 12/41"xian shi"

3Display

DispText DispText

DispFTable

DispFTable

GraphType y

Define y1xx^3x^2x

ViewWindow 331551

0 Fstart

10 Fend

0.5 Fstep

DispFTable

DispSmryTbl

DispSmryTbl

GraphType y

Define y1xx^2x^2x

ViewWindow 331551

DispSmryTbl

y3x^3x^2x

DispSmryTbl

215

DispSeqTbl

DispSeqTbl

2 9

DispSeqTbl

DispDfrTbl { an }

anan1

DispQutTbl

an/an1

DispDQTbl DispDfrTbl

DispQutTbl

DispFibTbl

an2an1an

DefaultSetup

ClrGraph

ViewWindow 1611101

SeqType n

3n^21 anE

1 SqStart

8 SqEnd

DispDfrTbl

2 12

DispListEditor

DispStat

2 13

4Draw

DrawGraph DrawGraph []

DrawGraph x^2

DrawShade

DrawShade

DrawShade x2x^2

DrawFTGCon

DrawFTGPlot

DrawFTGPlot

DrawFTGCon

DrawSeqCon

DrawSeqPlt

DrawSeqPlt

DrawSeqCon

2 9

DrawSeqEtrCon

DrawSeqEtrPlt

anbn

cn

DrawSeqEtrCon

DrawSeqEtrPlt

DrawSeqPlt DrawSeqEtrPlt

2 12

216

DrawConics

"x1^2/9y1^2/4

1" ConicsEQ

DrawConics

Draw3D

Define z2xy

x^2y

SelOn3D 2

Draw3d

2 15

DrawStat

2 14

5Sketch

Plot

Plot xy

xy

Plot 21

21

PlotOn PlotOn xy PlotOn 12

12

PlotOff PlotOff xy xy PlotOff 23

PlotChg PlotChg xy

PlotTest

PlotTestxy

PxlChg PxlChg

PxlOff PxlOff

PxlOn PxlOn

PxlTest PxlTest 1 1

Distance Distance 0011

0011

Line Line 0011

0011

Circle

Circle 112

112

Horizontal Horizontal 2

y2

217

Vertical Vertical 3

x3

TangentLine

TangentLine

NormalLine 23

y2 x^1/2

x3 y2 x1/2

NormalLine

NormalLine 23

y2 x^1/2

x3

y2x^1/2

Inverse

Invers

x y

Inverse 2

y2x^1/2

Text

Text

{

}

Text 205I am a teacher.

20

5

6Clear

Cls Sketch

Cls

ClrText ClrText

ClrGraph ClrGraph

7Communication

OpenComPort38k OpenComPort38k

Opens the 3-pin COM port

CloseComPort38k CloseComPort38k

Closes the 3-pin COM port

Send38k Send38k

Sends EA-200 data

218

Receive38k Receive38k

Receives EA-200 data

SendVar38k SendVar38k

Sends variable names and variable contents

GetVar38k GetVar38k

Receives variable names and variable contents

15 Misc

1Statistics1

StatGraph StatGraph

{OnOff}Graph Type1xListyList

FreqListor1Plot Type

StatGraph

{OnOff}Graph Type2xListyListFreqList

or1

StatGraph

{OnOff}Graph Type3xListyList

StatGraph

{OnOff}Graph Type4xList FreqList

or1

StatGraph

{OnOff} Graph Type5xList

FreqListPlot TypeGraph Type

StatGraph 1onscatterlist1

list21square

DispStat

list1list2

Graph Type 1 Scatter/xyLine

Graph Type 2 LinearR/MedMed

/QuadR/CubicR/QuartR/LogR

/ExpR/a

2007年12月25日CASIO ClassPad 330 图形计算器与初中教学课程 ...

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Transcript of 2007年12月25日CASIO ClassPad 330 图形计算器与初中教学课程 ...