Question

solve : a^2x+b^2y=c^2;b^2x+a^y=d^2

Answer 1

Here is your Answer:

Multiply the first eq by a^2 and second eq. by b^2

then the two equations would become a^4x+a^2b^2y= a^2c^2 and b^4x+a^2b^2y= b^2d^2 

by solving both the equations you will get x= a^2c^2- b^2d^2 / a^4 - b^4 and y= a^2d^2- b^2c^2 / a^4 - b^4

❣️❣️ hope it helps❣️❣️