EF - UniBG file( ) 2500 - 100 ka ka ka := 25 2 25 4 15625, 15625 2 - EF ka := ka piadet := 20 2 EF...

6
p := 5000 - 200 ka - 200 kb pia := 5000 - 200 ka - 200 kb ( ) ka pib := 5000 - 200 ka - 200 kb ( ) kb - EF cpokb := -400 kb + 5000 - 200 ka kb := 25 2 - 1 2 ka 2500 - 100 ka ( ) 25 2 - 1 2 ka - EF 25 + 1 10 2 EF , 25 - 1 10 2 EF kabar := 25 - 1 10 2 EF 25 2 - 1 2 ka

Transcript of EF - UniBG file( ) 2500 - 100 ka ka ka := 25 2 25 4 15625, 15625 2 - EF ka := ka piadet := 20 2 EF...

Page 1: EF - UniBG file( ) 2500 - 100 ka ka ka := 25 2 25 4 15625, 15625 2 - EF ka := ka piadet := 20 2 EF 25 - 1 10 2 EF 46875 4 - 15625 2 2, 46875 4 + 15625 2 2 670.20655

p := 5000 - 200 ka - 200 kb

pia := 5000 - 200 ka - 200 kb( ) ka

pib := 5000 - 200 ka - 200 kb( ) kb - EF

cpokb := -400 kb + 5000 - 200 ka

kb := 25

2 - 1

2 ka

2500 - 100 ka( ) 25

2 - 1

2 ka

- EF

25 + 1

10 2 EF , 25 -

1

10 2 EF

kabar := 25 - 1

10 2 EF

25

2 - 1

2 ka

Page 2: EF - UniBG file( ) 2500 - 100 ka ka ka := 25 2 25 4 15625, 15625 2 - EF ka := ka piadet := 20 2 EF 25 - 1 10 2 EF 46875 4 - 15625 2 2, 46875 4 + 15625 2 2 670.20655

2500 - 100 ka( ) ka

ka := 25

2

25

4

15625, 15625

2 - EF

ka := ka

piadet := 20 2 EF 25 - 1

10 2 EF

46875

4 - 15625

2 2 ,

46875

4 + 15625

2 2

670.20655

Page 3: EF - UniBG file( ) 2500 - 100 ka ka ka := 25 2 25 4 15625, 15625 2 - EF ka := ka piadet := 20 2 EF 25 - 1 10 2 EF 46875 4 - 15625 2 2, 46875 4 + 15625 2 2 670.20655

pim := 5000 - 200 k( ) k

-400 k + 5000

25

2

k := 25

2

31250

15625

2

7812.500000

Page 4: EF - UniBG file( ) 2500 - 100 ka ka ka := 25 2 25 4 15625, 15625 2 - EF ka := ka piadet := 20 2 EF 25 - 1 10 2 EF 46875 4 - 15625 2 2, 46875 4 + 15625 2 2 670.20655

p := 800 - 40 qa - 40 qb - 40 qc

pia := 800 - 40 qa - 40 qb - 40 qc( ) qa

pib := 800 - 40 qa - 40 qb - 40 qc( ) qb

pic := 800 - 40 qa - 40 qb - 40 qc( ) qc

cpoa := -80 qa + 800 - 40 qb - 40 qc

cpob := -80 qb + 800 - 40 qa - 40 qc

cpoc := -80 qc + 800 - 40 qa - 40 qb

qc = 5, qb = 5, qa = 5{ }

1000

1000

1000

Page 5: EF - UniBG file( ) 2500 - 100 ka ka ka := 25 2 25 4 15625, 15625 2 - EF ka := ka piadet := 20 2 EF 25 - 1 10 2 EF 46875 4 - 15625 2 2, 46875 4 + 15625 2 2 670.20655

pim := 800 - 40 q( ) q

cpo := -80 q + 800

10

q := 10

4000

profittonondevia := 4000

3 1 - δ( )

RealRange 0.5714285716, Open 1.( )( )

Page 6: EF - UniBG file( ) 2500 - 100 ka ka ka := 25 2 25 4 15625, 15625 2 - EF ka := ka piadet := 20 2 EF 25 - 1 10 2 EF 46875 4 - 15625 2 2, 46875 4 + 15625 2 2 670.20655

4000

2000

delta

0,80,60,40,2

12000

10000

8000

6000