naming polynomials polynomial add/sub multiplying polynomials operations on functions composite...
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![Page 1: Naming Polynomials Polynomial Add/Sub Multiplying Polynomials Operations on Functions Composite Functions Multi- Variable Problems 100 200 300 400 500](https://reader036.vdocument.in/reader036/viewer/2022062404/551c0b93550346b24f8b515b/html5/thumbnails/1.jpg)
Naming Polynomials
Polynomial Add/Sub
Multiplying Polynomials
Operations on Functions
Composite Functions
Multi-Variable
Problems
100 100 100 100 100 100
200 200 200 200 200 200
300 300 300 300 300 300
400 400 400 400 400 400
500 500 500 500 500 500
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Naming Polynomials – 100
Classify by degree and number of terms. 50 extra points for giving the special degree name if it has one.
x35
5th degree (quintic) monomial
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Naming Polynomials – 200
Classify by degree and number of terms. 50 extra points for giving the special degree name if it has one.
9x
1st degree (linear) binomial
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Naming Polynomials – 300
Classify by degree and number of terms. 50 extra points for giving the special degree name if it has one.
x3
4
3rd degree (cubic) binomial
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Naming Polynomials – 400
Classify by degree and number of terms. 50 extra points for giving the special degree name if it has one.
1232 xx
2nd degree (quadratic) trinomial
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Naming Polynomials – 500
Classify by degree and number of terms. 50 extra points for giving the special degree name if it has one.
6
0th degree monomial (constant)
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Polynomial Add/Sub – 100
Simplify:
)4()72( xx
11x
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Polynomial Add/Sub – 200
Simplify:
)94()43(22 xx
52 x
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Polynomial Add/Sub – 300
Simplify:
)74()12(22 xxx
842 xx
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Polynomial Add/Sub – 400
Simplify:
)154()12(23 xxxx
xxx 3423
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Polynomial Add/Sub – 500
Find the perimeter:
4x xx 422
9523 xxx
543523 xxx
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Multiplying Polynomials – 100
Simplify:
)542(3 24 xxx
xxx 1512635
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Multiplying Polynomials – 200
Find the product:
)5)(52( xx
251522 xx
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Multiplying Polynomials – 300
Find the area:
15 x
15 x
1252x
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Multiplying Polynomials – 400
Simplify:
)12()3(2 xx
3118423 xxx
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Multiplying Polynomials – 500
Find the volume:
1x
6x3x
1815423 xxx
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Operations on Functions – 100
If and find (f+g)(x).
5)( xxf xxxg 32
)(
522 xx
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Operations on Functions – 200
If and find (f-g)(x). 5)( xxf xxxg 32
)(
542 xx
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Operations on Functions – 300
If and find5)( xxf xxxg 32
)( ))(( xgf
xxx 15823
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Operations on Functions – 400
If and find 5)( xxf xxxg 32
)( )2(
g
f
2
3
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Operations on Functions – 500
If and find5)( xxf xxxg 32
)( )(xgf
xxx
32 5
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Composite Functions – 100
If and find5)( xxf xxxg 32
)( )(xgf
532 xx
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Composite Functions– 200
If and find5)( xxf 92)( xxg )(xgf
42 x
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Composite Functions – 300
If and find5)( xxf 92)( xxg )(xfg
12 x
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Composite Functions – 400
If and find5)( xxf xxxg 32
)( )(xfg
40132 xx
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Composite Functions – 500
If and find5)( xxf xxxg 32
)( )3(fg
88
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Multi-Variable Problems – 100
Simplify:
)83(22
yxxy
xyyx 16632
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Multi-Variable Problems – 200 Find the difference:
xzxzxx 9345
xzxx 592
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Multi-Variable Problems – 300 Find the sum:
yxyyxxyxyx 2432
3223323
yxyyxx 3223 3
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Multi-Variable Problems – 400 Find the area:
yx
9xy
xyyxyx 2299
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Multi-Variable Problems – 500
Simplify:
zxyzyx 62
22
zyyzxzx 224
412