Recent content by echomochi

Ah, right. Thank you for your help!

Okay, that makes sense. Going back to before dividing by x: u + x du/dx = [ 1 + u2 ] / 5u Subtract the u: x du/dx = [ 1 - 4u2 ] / 5u Rearrange to get du and dx on each side: [ 1/x ] dx = [ 5u / [ 1 - 4u2 ] ] du Then integrating: ln( x ) + C = [ -5/8 ] ln( 1-4u2 ) Raise e to all terms...

Homework Statement Find an equation that defines IMPLICITLY the parameterized family of solutions y(x) of the differential equation: 5xy dy/dx = x2 + y2 Homework Equations y=ux dy/dx = u+xdu/dx C as a constant of integration The Attempt at a Solution I saw a similar D.E. solved using the y=ux...

Hahaha, it's not my picture, but maybe its special fish pasta :wink: Or it's just an ill-fed kitten.

Hi! I have been using PhysicsForums for years now, but I decided to finally make an account so I might be able to participate as well as lurk. Happy science-ing!