Q61
The general solution of the differential equation d^2 y d x^2 + 2 dy dx - 5 y = 0 in terms of arbitrary constants K1 and K2 is
The general solution of the differential equation in terms of arbitrary constants K1 and K2 is
A.
K1e(-1 + √6)x + K2e(-1 - √6)x
AnswerB.
K1e(-1 + √8)x + K2e(-1 - √8)x
C.
K1e(-2 + √6)x + K2e(-2 - √6)x
D.
K1e(-2 + √8)x + K2e(-2 - √8)x
Answer: Option A
Solution
Answer: Option A
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