34. Exercises 25 − 36 refer to Fig. 23 , which contains the graph of f ' ( x ) the derivative of function f ( x ) . If f ( 6 ) = 8 , what is an approximate value of at f ( 6.5 ) ?
34. Exercises 25 − 36 refer to Fig. 23 , which contains the graph of f ' ( x ) the derivative of function f ( x ) . If f ( 6 ) = 8 , what is an approximate value of at f ( 6.5 ) ?
Solution Summary: The author explains that the approximate value of f(6.5) is 9.
Solve for the derivative of the given functions using the Chain Ruleformula. Suppose f(x) = (sin(2x) + 1)7 .Find f′ (π/2) and f′(π).
a.) What is What is f'(x) in the problem?b.) Which has bigger value between f′ (π/2) and f′(π)?
Suppose that the first derivative of y = ƒ(x) is y' = 6(x + 1)(x - 2)2. At what points, if any, does the graph of ƒ have a local maximum, local minimum, or point of inflection?
11) Find an anti-derivative for each function in C equals zero

Chapter 2 Solutions
Mylab Math With Pearson Etext -- 18 Week Standalone Access Card -- For Calculus & Its Applications
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