Home
Class 12
MATHS
What is the solution of y'=1+x+y^(2)+xy^...

What is the solution of `y'=1+x+y^(2)+xy^(2),y(0)=0` ?

A

`y^2 =exp(x+x^2/2)-1`

B

`y^2=1+cexp(x+x^2/2)`

C

`y = tan (c+x+x^2)`

D

`y=tan(x+x^2/2)`

Text Solution

Verified by Experts

The correct Answer is:
D
Promotional Banner

Similar Questions

Explore conceptually related problems

The solution of y' =2 +2 x + 2y^2 +2 xy ^2 , y (0) =0 is :

The solution of (x-y^(3))(dx)+3xy^(2)(dy)=0 is

The solution of x^(2)dy-y^(2)dx+xy^(2)(x-y)dy=0, is

What is the value of x^(2) + 2xy +y^(2) ? I. x+y=0 II. x =-y .