3. Give an example of a situation in which composite differentiation might be used. Give examples of functions that might be applicable in your situation, and show how the relevant rates of change might be calculated.

Q: 4 find f'(3). x2 If f(x) =

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Q: U₁₂ 4; 6; -3 3 2 u = x 2² - sin (x²-sy) + / ln (x²452) 2

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Q: first derivative y= 4in Gty) is dy 4.

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Q: Find the derivative of the algebraic function.

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Q: Explain the relationship between a function and the derivative by providing an example.

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Q: Explain how the real-world meaning of a derivative is related to the independent (input) and…

A: An independent variable a variable that stands alone and it doesn't change by the other variables we…

Q: Explain in words how to evaluate the derivative of function?

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Q: F(t) = 3t4+413–2t²e? -2t2+1 - %3D

A: Since there are multiple questions present, according to company policy we will be answering only…

Q: why setting the derivative of a function equal to zero allows us to find the maximum or minimum…

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Q: Need help with this question, please explain and show steps. How would I determine the derivative of…

A: Consider the given function: fx=4∫0xe-t2dt Here, the objective is to determine the derivative of…

Q: Please use implicit differentiation so that I can understand the concept better.

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Q: Find a function whose square plus the square of its derivative is 1.

A: To Find a function whose square plus the square of its derivative is 1.

Q: ANSWER THE QUESTION. IN NOT LESS THAN 4 SENTENCES 2. IMPLICIT DIFFERENTIATION IN YOUR OWN WORDS,…

A: Answer:To state the implicit Diferentiation.

Q: R(w) = w? 8w + 20

A: Derivatives are one of  the fundamental tools of the calculus. In mathematics, derivatives are the…

Q: In your own words, state the guidelines for implicit differentiation.

A: We have to state the guidelines for implicit differentiation.

Q: it differentiation

A: Assume that y is a function of x , or y=f(x)y2=f(x)2   ddx(y2)=ddxf(x)2

Q: What can be said about functions whose derivatives are constant? Give reasons for your answer.

A: Consider f(x) be the function whose derivative is constant as shown

Q: 2 Find the derivative of the algebraic function f(v)= v2- v+8 O 112+6v+2v² (v+8)2 O 112- 32v-2v²…

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Q: Question 4 of 4 y = (x³ – 3x²)(x² + 4.x + 2)®

A: A detailed solution is given below.

Q: 2x *= (1) cos(±) - y

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Q: Analyze and apply statistics Find the derivative of the following:  a. y = 2x³ - 3x² + 6x – 5…

A: As we know that; The sum difference rule: f±g'=f'±g' The Power law: ddxxn=nxn-1 The Product rule:…