Question 2 1 pts There is exactly one value of a such that the function 2= = −2y² + 5x ln(a + x² + 2y) — 5y cos x has a critical point with x-coordinate zero. Let p be -4 if that critical point is a local maximum, 6 if it is a local minimum, and -8 if it is a saddle. Then the value of sin a + cos p is -0.883 -0.496 -0.617 0.195 0.294 O 0.105 -0.612 O -0.708

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 77E
Question
Question 2
1 pts
There is exactly one value of a such that the function
2=
= −2y² + 5x ln(a + x² + 2y) — 5y cos x has a critical point with x-coordinate
zero. Let p be -4 if that critical point is a local maximum, 6 if it is a local minimum, and
-8 if it is a saddle. Then the value of sin a + cos p is
-0.883
-0.496
-0.617
0.195
0.294
O 0.105
-0.612
O -0.708
Transcribed Image Text:Question 2 1 pts There is exactly one value of a such that the function 2= = −2y² + 5x ln(a + x² + 2y) — 5y cos x has a critical point with x-coordinate zero. Let p be -4 if that critical point is a local maximum, 6 if it is a local minimum, and -8 if it is a saddle. Then the value of sin a + cos p is -0.883 -0.496 -0.617 0.195 0.294 O 0.105 -0.612 O -0.708
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