The general solution of the differential equation $x^2 d y-\left(x y-y^2\right) d x=0$ is
- A
$y^2=3 x^2 \log (C x)$
- B
$y^2=\log x+C$
- C
$y \log x=x+C y$
- D
$y \log x=x^2+C$
✓ Correct answer: C
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The general solution of the differential equation $x^2 d y-\left(x y-y^2\right) d x=0$ is
$y^2=3 x^2 \log (C x)$
$y^2=\log x+C$
$y \log x=x+C y$
$y \log x=x^2+C$
Want the full step-by-step reasoning?
Question ID #184044 · NewNcert