Please answer the following questions about the function 4. f(z) = 2- 36 Instructions: If you are asked to find a function, enter a function. If you are asked to find a- or y-values, enter either a number, a list of numbers separated by commas, or one if there aren't any solutions. Use interval notation if you are asked to find an interval or union of intervals, and enter {} if the interval is empty Calculate the first derivative of f. Find the critical numbers of f, where it is increasing and decreasing, and its local extrema. (a) f'(x) = (b) Critical numbers z = (c) Increasing on the interval

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section: Chapter Questions
Problem 12T
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EMAIL PROFESSOR
Please answer the following questions about the function
4
f(z) =
36
Instructions: If you are asked to find a function, enter a function. If you are asked to find x- or y-values, enter either a number, a list of numbers separated by commas, or None if
there aren't any solutions. Use interval notation if you are asked to find an interval or union of intervals, and enter {} if the interval is empty
Calculate the first derivative of f. Find the critical numbers of f, where it is increasing and decreasing, and its local extrema.
(a) f'(x) =
(b) Critical numbers r =
(c) Increasing on the interval
(d) Decreasing on the interval
(e) Local maxima z =
(f) Local minima x =
You can earn partial credit on this problem.
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F6
Transcribed Image Text:ATTACH WORK EMAIL PROFESSOR Please answer the following questions about the function 4 f(z) = 36 Instructions: If you are asked to find a function, enter a function. If you are asked to find x- or y-values, enter either a number, a list of numbers separated by commas, or None if there aren't any solutions. Use interval notation if you are asked to find an interval or union of intervals, and enter {} if the interval is empty Calculate the first derivative of f. Find the critical numbers of f, where it is increasing and decreasing, and its local extrema. (a) f'(x) = (b) Critical numbers r = (c) Increasing on the interval (d) Decreasing on the interval (e) Local maxima z = (f) Local minima x = You can earn partial credit on this problem. User Role problemld3D114.. 2:14 PM W 5/25/2021 home end insert delete prt sc F10 DII F11 F12 F7 F8 F9 F4 F5 F6
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ISBN:
9781133382119
Author:
Swokowski
Publisher:
Cengage