Teaching UP B.Ed (Paper 1 & 2) Mock Test 2025 Mathematics Differential Equations Solution of Differential Equations
The general solution of the differential equation (ex + 1)ydy = (y + 1) ex dx is :
1
(y + 1) = k(ex + 1)
2
y + 1 = ex + 1 + k
3
y = log {k(y + 1) (ex + 1)}
4
y = log\(\rm\left\{\frac{e^x+1}{y+1}\right\}\) + k