(Select all that apply.) Working with the function f(x) =Vx° cos(x) O Constant Rule Check all of the boxes to indicate the derivative rules Power Rule you need to use to find f'(x). | Exponential Function Rule | Constant Multiple of a Function Rule In the table below, identify the outer function, u(x), and the two functions, z(x) and w(x), that are used in the composition to create the inner function. | Sum/Difference of Functions Rule | Trig Function Rule Label Function Deriv. | Product of Functions Rule 1(x) | Quotient of Functions Rule z(x) | Chain Rule w(x) Use your work from the table to calculate f'(x) and put your response in the box to the right. O O O D

Trigonometry (MindTap Course List)
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ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
ChapterP: Prerequisites
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Working with the function f(x) = Vx° cos(x)
Constant Rule
Check all of the boxes to indicate the derivative rules
Power Rule
you need to use to find f'(x).
Exponential Function Rule
Constant Multiple of a Function Rule
In the table below, identify the outer function, u(x), and
the two functions, z(x) and w(x), that are used in the
composition to create the inner function.
Sum/Difference of Functions Rule
Trig Function Rule
Label
Function
Deriv.
Product of Functions Rule
u(x)
Quotient of Functions Rule
z(x)
Chain Rule
w(x)
Use your work from the table to calculate f'(x) and
put your response in the box to the right.
Transcribed Image Text:(Select all that apply.) Working with the function f(x) = Vx° cos(x) Constant Rule Check all of the boxes to indicate the derivative rules Power Rule you need to use to find f'(x). Exponential Function Rule Constant Multiple of a Function Rule In the table below, identify the outer function, u(x), and the two functions, z(x) and w(x), that are used in the composition to create the inner function. Sum/Difference of Functions Rule Trig Function Rule Label Function Deriv. Product of Functions Rule u(x) Quotient of Functions Rule z(x) Chain Rule w(x) Use your work from the table to calculate f'(x) and put your response in the box to the right.
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