6x Let f (x) = 1 + 3x? Find the requested information for the function f and its graph. When finished, sketch the graph of the function, following the directions above, and bring it to your discussion section on the day this assignment is due. The y-intercept of the graph of f is (0 The graph off is symmetric with respect to neither axis vX For relative maximum values of f we have: (x-values in increasing order) 1 V3 V3 DNE DNE For relative minimum values of f we have: (x-values in increasing order) -V3 DNE DNE f is increasing on the following interval(s): O (-0, 0) O (-0, a) O (-0, a] O (a, o) O [a, o) O (-0, a) U (b, 0)

Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter3: Polynomial And Rational Functions
Section3.CR: Chapter Review
Problem 1CC
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Please answer all the red x mark.
6x
Let f (x) =
1 + 3x2
Find the requested information for the function f and its graph. When finished, sketch the graph of the function, following the directions above, and bring it to your discussion section on the day this
assignment is due.
The y-intercept of the graph of f is
The graph of f is symmetric with respect to neither axis vX
For relative maximum values of f we have: (x-values in increasing order)
1
V3
V3
DNE
DNE
For relative minimum values of f we have: (x-values in increasing order)
-V3
DNE
DNE
f is increasing on the following interval(s):
O (-0, 0)
O (-0, a)
O (-∞, a]
O (a, 0)
O [a, )
O (-0, a) U (b, ∞)
O (-0, a] U [b, )
O (-0, a) U (b, c)
O (-0, a] U [b, c]
O (a, b) U (c, 0)
O [a, b] U [c, 0)
O (a, b)
O [a, b]
O None of the Above.
Transcribed Image Text:6x Let f (x) = 1 + 3x2 Find the requested information for the function f and its graph. When finished, sketch the graph of the function, following the directions above, and bring it to your discussion section on the day this assignment is due. The y-intercept of the graph of f is The graph of f is symmetric with respect to neither axis vX For relative maximum values of f we have: (x-values in increasing order) 1 V3 V3 DNE DNE For relative minimum values of f we have: (x-values in increasing order) -V3 DNE DNE f is increasing on the following interval(s): O (-0, 0) O (-0, a) O (-∞, a] O (a, 0) O [a, ) O (-0, a) U (b, ∞) O (-0, a] U [b, ) O (-0, a) U (b, c) O (-0, a] U [b, c] O (a, b) U (c, 0) O [a, b] U [c, 0) O (a, b) O [a, b] O None of the Above.
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