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-2 0 -2 4. a) P(t) = [p(x)dx, where p(x) is given by the graph above. Determine the t - coordinate(s) of all local minimum(s) of P(t) on -2 < t < 12. - b) S(x) = 10 sint dt Determine the x-coordinate(s) of all local maximum(s) of S(x) on 0

-2 0 -2 4. a) P(t) = [p(x)dx, where p(x) is given by the graph above. Determine the t - coordinate(s) of all local minimum(s) of P(t) on -2 < t < 12. - b) S(x) = 10 sint dt Determine the x-coordinate(s) of all local maximum(s) of S(x) on 0

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 58E
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-2 0 -2 -3 -5 4. a) P(t)= p(x)dx, - √ P(x) 0 b) S(x) = 0 Determine the t - coordinate(s) of all local minimum(s) of P(t) on -2 < t < 12. sint t 10 11 12 dt Name: where p(x) is given by the graph above. Determine the x-coordinate(s) of all local maximum(s) of S(x) on 0<x< 10.
Transcribed Image Text:-2 0 -2 -3 -5 4. a) P(t)= p(x)dx, - √ P(x) 0 b) S(x) = 0 Determine the t - coordinate(s) of all local minimum(s) of P(t) on -2 < t < 12. sint t 10 11 12 dt Name: where p(x) is given by the graph above. Determine the x-coordinate(s) of all local maximum(s) of S(x) on 0<x< 10.
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