dy f(x). At the point dx f(0) = -7 does f have a relative minimum, relative maximum or neither? Justify your answer. Given the differential equation = x² y, where y = Neither. Because d²y dx² 0. Relative Maximum. Because dy Neither. Because #0. da Relative Minimum. Because d'y dx² dx² = 0. 1.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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Question
dy
Given the differential equation
dx
ƒ (0) = −7 does fƒ have a relative minimum, relative maximum or neither? Justify
your answer.
Neither. Because
d²
'Y
d.x²
= 0.
Relative Maximum. Because
Neither. Because €0.
dx
Relative Minimum. Because
d² Y
dx²
d²y
dx²
=
=
= 0.
1.
2
x²y, where y = f(x). At the point
Transcribed Image Text:dy Given the differential equation dx ƒ (0) = −7 does fƒ have a relative minimum, relative maximum or neither? Justify your answer. Neither. Because d² 'Y d.x² = 0. Relative Maximum. Because Neither. Because €0. dx Relative Minimum. Because d² Y dx² d²y dx² = = = 0. 1. 2 x²y, where y = f(x). At the point
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