Honors Algebra 2 - Function Operations with composition

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24 Terms

1

3x -13

f(g(x)) = ?

<p>f(g(x)) = ?</p>
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2

x² - x

g(x) + j(x) = ?

<p>g(x) + j(x) = ?</p>
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3

-2x² + 4x + 8

k(x) + h(x) = ?

<p>k(x) + h(x) = ?</p>
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4

-3x² + 17

(f₀j)(x) = ?

<p>(f₀j)(x) = ?</p>
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5

x² + 4x - 6

k(x) + j(x) = ?

<p>k(x) + j(x) = ?</p>
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6

-2x - 3

f(x) - g(x) = ?

<p>f(x) - g(x) = ?</p>
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7

-32x² +16x + 7

h(x)₀k(x) = ?

<p>h(x)₀k(x) = ?</p>
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8

x²+ 3x - 7

j(x) - f(x) = ?

<p>j(x) - f(x) = ?</p>
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9

5x - 6

k(x) - g(x) = ?

<p>k(x) - g(x) = ?</p>
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10

3x² - 17x + 10

f(x) × g(x) = ?

<p>f(x) × g(x) = ?</p>
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11

4x² - 21

(k(j(x)) = ?

<p>(k(j(x)) = ?</p>
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12

-4x² + 21x - 5

k(x) × g(x) = ?

<p>k(x) × g(x) = ?</p>
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13

x

g(x)⁰g(x) = ?

<p>g(x)⁰g(x) = ?</p>
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14

-2x⁴ + 19x² - 45

j(x) × h(x) = ?

<p>j(x) × h(x) = ?</p>
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15

(-3x+2)/(-x+5) and x≠5

f(x)/g(x) = ?

<p>f(x)/g(x) = ?</p>
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16

(-x+5)/(x²-5) and x²≠5

g(x)/j(x) = ?

<p>g(x)/j(x) = ?</p>
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17

(4x-1)/(-3x+2) and x≠²/₃

k(x)/f(x) = ?

<p>k(x)/f(x) = ?</p>
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18

-5x - 14

3f(x) - 4g(x) = ?

<p>3f(x) - 4g(x) = ?</p>
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19

2x²- 11

4j(x) + h(x) = ?

<p>4j(x) + h(x) = ?</p>
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20

-2x² - 20x + 14

h(x) - 5k(x) = ?

<p>h(x) - 5k(x) = ?</p>
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21

18x + 3

6f(x) + 9k(x) = ?

<p>6f(x) + 9k(x) = ?</p>
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22

-2x² - 4x + 16

f(x) + g(x) + h(x) = ?

<p>f(x) + g(x) + h(x) = ?</p>
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23

-x² + 3x + 9

g(x) - j(x) + k(x) = ?

<p>g(x) - j(x) + k(x) = ?</p>
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24

3x² + 3x - 16

j(x) - h(x) - f(x) = ?

<p>j(x) - h(x) - f(x) = ?</p>
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