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The general solution of the differential equation,
 will be given by :
  • a)
    (C1 log x + C2)ex
  • b)
    (C1 log x + C2)x
  • c)
    (C1x + C2)ex
  • d)
    (C1x + C2) log x
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
The general solution of the differential equation,will be given by :a)...
Since y = ex is an integral, we take y = ve
 
The given equation becomes



Hence y = vex = (c1 log x + c2)ex is the complete solution.
The correct answer is: (C1 log x + C2)ex
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The general solution of the differential equation,will be given by :a)(C1logx+C2)exb)(C1logx+C2)xc)(C1x+C2)exd)(C1x+C2) logxCorrect answer is option 'A'. Can you explain this answer?
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