SOLUTION: Question: Find the definite solution of the following differential equation xy= y^2, if y(1) = -1. Thank-you in advance & Cheers.

Question 397773: Question:
Find the definite solution of the following differential equation xy= y^2, if y(1) = -1.
Thank-you in advance & Cheers.
Answer by robertb(5830) (Show Source): You can put this solution on YOUR website!
Your equation is not a differential equation. Retransmit with the right DE and we'll look at it.
The differential equation would be an equation that contains the derivative or the differentials dx and dy. There's none of those in your equation. You do have a boundary value condition though. (y(1) = -1)
RELATED QUESTIONS
Retransmitted Question: Find the definite solution of the following differential... (answered by robertb)

Question: Find the derivative of y in the following when x=1 xy^3 + x^2 = 2... (answered by stanbon)

Solve the following differential equation: (1−(2/y)+x)(dy/dx)+y=(2/x)−1. My... (answered by robertb)

Find a particular solution of the differential equation: ((x^2)-4x-5)*(y')=(6), y(2)=0... (answered by Fombitz)

I really don't understand this problem at all please help!!!!!!!!!!!!! You are given... (answered by drk)

This is for differential equations, topic is about separation of variables. Find the... (answered by Solver92311)

find the solution of the following differential equations: 1. dy/dx= te^y, y(1)=0... (answered by Fombitz)

Please help me solve this equation. Evaluate the following definite integral: {{{ int(... (answered by jsmallt9)

The equation of catenary is given by the following second order differential equation: (answered by ikleyn)