- #1
coolhand
- 15
- 0
the problem is as follows:
[1-(12*x*(y^2))]*(dy/dx)=y^3
we need to solve this equation such as x=5 & y=2 by regarding y as the independent variable.
Here is my work for the first attempt:
Step 1)separation & integration
Step 2)ln(x)= (-1/(2y^2))-12ln(y)+C
x=Ce^(-1/(2y^2)) +(1/(y^12))
x(y)=5.665
anyone know where I went wrong?
[1-(12*x*(y^2))]*(dy/dx)=y^3
we need to solve this equation such as x=5 & y=2 by regarding y as the independent variable.
Here is my work for the first attempt:
Step 1)separation & integration
Step 2)ln(x)= (-1/(2y^2))-12ln(y)+C
x=Ce^(-1/(2y^2)) +(1/(y^12))
x(y)=5.665
anyone know where I went wrong?