Question 26f(2)where f(-3) 7, f'(-3)- 9, g(-3) =-2, and g'(-3)g()Let h(ax)1. What is h'(-3)?Do not include "h(3)=" in your answer. For example, if you found h'(-3)= 20, you would enter 20.ErProvide your answer below(FEEDBACKyContent attribution2abcO Type here to searchtha

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Asked Nov 11, 2019
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Question 26
f(2)
where f(-3) 7, f'(-3)- 9, g(-3) =-2, and g'(-3)
g()
Let h(ax)
1. What is h'(-3)?
Do not include "h(3)=" in your answer. For example, if you found h'(-3)= 20, you would enter 20.
Er
Provide your answer below
(
FEEDBACK
y
Content attribution
2
abc
O Type here to search
tha
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Question 26 f(2) where f(-3) 7, f'(-3)- 9, g(-3) =-2, and g'(-3) g() Let h(ax) 1. What is h'(-3)? Do not include "h(3)=" in your answer. For example, if you found h'(-3)= 20, you would enter 20. Er Provide your answer below ( FEEDBACK y Content attribution 2 abc O Type here to search tha

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Expert Answer

Step 1

Let, h(x) = f(x)/g(x).

Find: h’(x).

The conditions are
f(-3)7
f(-3)=-9
g(-3)2
g'-3)1
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The conditions are f(-3)7 f(-3)=-9 g(-3)2 g'-3)1

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Step 2

Differentiate h(x) with respect ...

h(x)x)
g(x)
Apply Quotient rule
h'(x)-(x)f(x),f(x)g'(x)
(g(x)
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h(x)x) g(x) Apply Quotient rule h'(x)-(x)f(x),f(x)g'(x) (g(x)

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Tagged in

Math

Calculus

Derivative