Solve the differential equation (x+1)dy/dx=2xy
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Given differential equation is (x + 1) (dy/dx) = 2xy Integrating, we get log|y| = 2x – 2log|x + 1| + c
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Answered by
0
Answer:
Given differential equation is
(x + 1) (dy/dx) = 2xy
Integrating, we get
log|y| = 2x – 2log|x + 1| + c
which is the required solution.
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