Find the general solution for each of the following differential equations.
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Given Differential Equation :
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Formula :
i) ![]()
ii) ![]()
iii) ![]()
iv) General solution :
For the differential equation in the form of

General solution is given by,
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Where, integrating factor,
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Answer :
Given differential equation is
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………eq(1)
Equation (1) is of the form

Where,
and ![]()
Therefore, integrating factor is
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………![]()
………![]()
General solution is
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………![]()
Dividing above equation by y,
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Therefore, general solution is
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Couldn't generate an explanation.
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