Solve the differential equation given that
when
Given differential equation.
Find: Find the particular solution of this differential equation.
=
=
=
Integrating both sides, we get
=
= log|sec y| = - log|x| + C …..(i)
Put x = , y =
= log|sec | = - log|
| + C
= C
= C
= C = log2
Put C in equation (i)
= log|sec y| = - log|x| + log2
=
Hence,