Solve : a/x - b/y = 0 ab^2/x + a^2b/y = a^2 + b^2

Question

Solve : a/x - b/y = 0  ab^2/x + a^2b/y = a^2 + b^2

KnowledgeBoat · Accepted Answer

Let . Substituting in equations, we get : ⇒ ap - bq = 0 ..........(1) ⇒ ab²p + a²bq = a² + b² ⇒ ab²p + a²bq - (a² + b²) = 0 .........(2) By cross-multiplication method we have : Hence, x = a and y = b.

Mathematics

Solve : a/x - b/y = 0 ab^2/x + a^2b/y = a^2 + b^2

Linear Equations

Related Questions

Solve :
x + y = 2xy
x - y = 6xy

Solve :
x + y = 7xy
2x - 3y = -xy

The sum of two positive whole numbers is 15 and their difference is 9; the numbers are :
12 and 3
9 and 0
7 and 8
15 and 0

Mathematics

Solve : a/x - b/y = 0 ab^2/x + a^2b/y = a^2 + b^2

Linear Equations

Related Questions

Solve :x + y = 2xyx - y = 6xy

Solve :x + y = 7xy2x - 3y = -xy

The sum of two positive whole numbers is 15 and their difference is 9; the numbers are :12 and 39 and 07 and 815 and 0

Solve :
x + y = 2xy
x - y = 6xy

Solve :
x + y = 7xy
2x - 3y = -xy

The sum of two positive whole numbers is 15 and their difference is 9; the numbers are :
12 and 3
9 and 0
7 and 8
15 and 0