The solution of differential equation y(1 - x^2)dy/dx = x(1 + y^2) is : Option 1: (1 + y^2)|1 - x^2| = C Option 2: (1 + y^3)|1 - x^2| = C Option 3: (1 + y^4)|1 - x^2| = C Option 4: sqrt(1 + y^2)|1 - x^2| = C

The answer is '(1 + y^2)|1 - x^2| = C'. View full solution:

CUET Mathematics - The solution of differential equation y(1 - x^2)dy/dx = x(1 + y^2) is : | PYQs + Solutions

CUET Mathematics 2022 23 Aug Shift 1

Calculus

Medium

$(1 + y^2)|1 - x^2| = C$

$(1 + y^3)|1 - x^2| = C$

$(1 + y^4)|1 - x^2| = C$

$\sqrt{1 + y^2}|1 - x^2| = C$

✅ Correct Option: 1