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One Solution of the Differential Equation y′′+y′=0y ^ { \prime \prime } + y ^ { \prime } = 0

Question 38

Multiple Choice

One solution of the differential equation y′′+y′=0y ^ { \prime \prime } + y ^ { \prime } = 0 is y=cos⁡xy = \cos x . A second linearly independent solution is


A) y=cos⁡xy = \cos x
B) y=sin⁡xy = \sin x
C) y=exy = e ^ { x }
D) y=e−xy = e ^ { - x }
E) y=xcos⁡xy = x \cos x

Correct Answer:

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