Solve the differential equation:

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On dividing by x
we get
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Now, we solve this differential equation by an Integrating Factor as the above equation is similar to ![]()
Where ![]()
and Q = 1
I.F = ![]()
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[∵ log a + log b = log ab]
= x sinx [∵ elog x = x]
Now, we multiply the differential equation by I.F, we get
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Now, Integrating both the sides, we get

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