'on the interval (0, 2 7) 27. Determine the relative extrema of the function y =2cosx+sin(2x). 5n 3/3 а. relative minimum: 6 2 5л 3/3 relative maximum: 2 b. 3/3 relative minimum: 2 I 3/3 6 * relative maximum: 2 3/3 с. relative minimum: 5 л 3/3 relative maximum: 6 d. I 3/3 relative minimum: 5л relative maximum: 3/3 - 6 5n 3/3 е. relative minimum: 6 3/3 relative maximum: 2
'on the interval (0, 2 7) 27. Determine the relative extrema of the function y =2cosx+sin(2x). 5n 3/3 а. relative minimum: 6 2 5л 3/3 relative maximum: 2 b. 3/3 relative minimum: 2 I 3/3 6 * relative maximum: 2 3/3 с. relative minimum: 5 л 3/3 relative maximum: 6 d. I 3/3 relative minimum: 5л relative maximum: 3/3 - 6 5n 3/3 е. relative minimum: 6 3/3 relative maximum: 2
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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Transcribed Image Text:(0, 27).
27. Determine the relative extrema of the function y = 2cosx + sin (2x),
'on the interval
(풍)
5n 3/3
а.
relative minimum:
6
3/3
relative maximum:
6.
2
b.
5 п
3/3
relative minimum:
6
2
I 3/3
relative maximum: 6' 2
(
3/3
c.
relative minimum:
6
2
5 л 3у3
relative maximum:
6
2
d.
T 3/3
relative minimum: 6
2
3/3
relative maximum:
2
(풍)
5л 3/3
6
е.
relative minimum:
3/3
relative maximum:
6
2
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