The function f is continuous for all real numbers and has first derivative function graphed below. Note: The dashed lines indicate vertical asymptotes on the graph. THE L A B C f'(x) DE F X Indicate whether each of the x-values is a critical point or not of the function f. Then classify it as either a local maximum, a local minimum, or neither using the first derivative test. x = A is a ---Select--- of f and ---Select--- ✓of f ✓of f x = B is a ---Select--- x = C is a ---Select--- x = 0 is a ---Select--- x = D is a ---Select--- x = E is a ---Select--- of f and ---Select--- of f and ---Select--- of f and ---Select--- of f and ---Select--- ✓ of f ✓of f ✓of f of f and ---Select--- ✓of f x = F is a ---Select--- of f and ---Select--- of f

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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The function f is continuous for all real numbers and has first derivative function graphed below.
Note: The dashed lines indicate vertical asymptotes on the graph.
A B C
y
f'(x)
DE F
Indicate whether each of the x-values is a critical point or not of the function f. Then classify it as either a local maximum, a local minimum, or neither using the first derivative test.
X = A is a ---Select---
of f and ---Select---
✓of f
of f
of f
x = B is a
x = C is a
x = 0 is a
x = D is a
x = E is a
---Select---
---Select---
---Select---
---Select---
---Select---
of f and ---Select---
✓of f and ---Select---
of f and ---Select---
of f and ---Select---
of fand ---Select---
of f
✓of f
of f
x = F is a ---Select---
of fand ---Select---
of f
Transcribed Image Text:The function f is continuous for all real numbers and has first derivative function graphed below. Note: The dashed lines indicate vertical asymptotes on the graph. A B C y f'(x) DE F Indicate whether each of the x-values is a critical point or not of the function f. Then classify it as either a local maximum, a local minimum, or neither using the first derivative test. X = A is a ---Select--- of f and ---Select--- ✓of f of f of f x = B is a x = C is a x = 0 is a x = D is a x = E is a ---Select--- ---Select--- ---Select--- ---Select--- ---Select--- of f and ---Select--- ✓of f and ---Select--- of f and ---Select--- of f and ---Select--- of fand ---Select--- of f ✓of f of f x = F is a ---Select--- of fand ---Select--- of f
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