LAMP : A Framework for L arge-scale A ddressing of M uddy P oints
A Alg II N U D - WeeblyScanned by CamScanner M ax # of tu rn ing p oints \ 4 i (including m u...
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Scanned by CamScanner M ax # o f t u rn in g p o in ts \4 i ( i n clu d in g m u lti p lic it y) L m \ ' ( w \ \ ) \ ı 1 a . y - ( x - 3 )( 2 x + 3 ) ( x + 5 ) A LL ro ots : X = 3 X · X = e " o m ia [ . , ç d e g re e , le a d in g c o e ffic ie n t , a n d y - i n te rc e p t . U se th is in fo rm a tio n to sketch a g ra p h o f th P ol y nom ia l Fu n ctio n s . Fi nd each p ol y nom ia l ' s ro o ts , in c l udin g each roo ť s m u lti p lic it y . Fi nd th e 3 . E nd beha vior M í n im um ( s ) ? M a x im um ( s ) ? Inte rv a l ( s ) o f d e c re a s e ? In te rv a l ( s ) o f in c re a s e ? R an g e? D om ain? 2 . Ą 3 asx+co Ą } ð 구 c a lo a s X - c o abs . M i n : ( - 2 , ° ) l ocal m in : b 2 , o ) abs . M a x : H . . L l ocal m a x : n c Ċ - T / 0 1 ( - " , o o ) E nd b e h av io r M i ni m um ( s ) ? M axi m um ( s ) ? In te rv a l ( s ) o f d e c re a s e ? In te rv a l ( s ) o f in c re a s e ? R a n g e? D om ain? D a te N am e U n it 6 T e s t R eview A ccel . Al g . II
Transcript of A Alg II N U D - WeeblyScanned by CamScanner M ax # of tu rn ing p oints \ 4 i (including m u...
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M a x # o f tu rn in g p o in ts
\ 4 i
(in c lu d in g m u ltip lic ity ) Lm \ ' (w \ \ ) \ ı1
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P o ly n o m ia l F u n c tio n s . F in d e a c h p o ly n o m ia l'
s r o o t s,
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E n d b e h a v io r
M ín im u m (s )?
M a x im u m (s )?
In te rv a l (s ) o f d e c re a s e ?
In te rv a l (s ) o f in c re a s e ?
R a n g e ?
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In te rv a l (s ) o f in c re a s e ?
R a n g e ?
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D a te
N a m eU n it 6 T e s t R e v ie w
A c c e l. A lg . II
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b . W rite in fa c to re d fo rm ,
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ニ 土 I,士 lz ı
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, ( Q , 3
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G iv e n th e p o ïy n o m ia l H =
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3 + 1 8 ×
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c . S ke tc h a g ra p h o f g .
- 3 - 3 0
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b . Fin d a ll ro o ts o f g
a . W rite d in fa c to re d fo rm .
5 . x= 5 is a ro o t o f d
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矿ćx コ。- 3 (X - ユて. 닉 乂之北 一 1)
- 5 =
- 2 c4 = 8 æ
8 . W rite a p o ly n o m ia l fu n c tio n th a t h a s a y- in te rc e p t o f - 24 a n d th e fo llo w in g z e ro s : 2 ,
- 4 , 1f z
- x (x Ļ 5 )Ĺ K z
+ 4 )
th e re is a 4th
z e ro n o t ıis te d .)
7 . W rite a p o ly n o m ia ï fu n c tio n th a t h a s a le a d in g c o e fFic ie n t o f 1 a n d th e fo llo w in g z e ro s : - 5 , 0 , 2 i (H in t
