Question

Q=3p² solve by charpit eqation

Answer 1

Answer:

Given : q = 3p²

To find : Solve using Charpit's method.

Solution : q = 3p² f = 3p² - q. x, y, z are absent. Therefore, By Charpit's Method,

δf/δx + p.δf/δz δf/δy + q.δf/δz -p.δf/δp - q.δf/δq -δf/δp -δf/δq. dp = dq = dz = dx = dy. 0 + p.0 0 + q.0 -6p² + q -6p 1. dp = 0. Integrating, Taking p = a. q = 3a²