What are intervals of concavity of the function f(x) = 2x - 6x² – 3 ? Concave upward on (1, o) and concave downward on (-o, 1). a. O b. Concave upward on (-co, 1) and concave downward on (1, 0). c. None of these. d. Concave upward on (-0o, -1) and concave downward on (-1, co). O e. Concave upward on (-1, co) and concave downward on (-o, -1).

College Algebra (MindTap Course List)
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Author:R. David Gustafson, Jeff Hughes
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Chapter3: Functions
Section3.3: More On Functions; Piecewise-defined Functions
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What are intervals of concavity of the function
f(x) = 2x - 6x² – 3 ?
a. Concave upward on (1, 0) and concave
downward on (-o, 1).
b. Concave upward on (-o, 1) and
concave downward on (1, 0).
O c. None of these.
d. Concave upward on (-o, -1) and
concave downward on (-1, co).
e. Concave upward on (-1, 0) and
concave downward on (-oo, -1).
Transcribed Image Text:What are intervals of concavity of the function f(x) = 2x - 6x² – 3 ? a. Concave upward on (1, 0) and concave downward on (-o, 1). b. Concave upward on (-o, 1) and concave downward on (1, 0). O c. None of these. d. Concave upward on (-o, -1) and concave downward on (-1, co). e. Concave upward on (-1, 0) and concave downward on (-oo, -1).
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