17." salue "(3x+2y)/(xy)=1;(4x-2y)/(xy)=13

Solve the pair of equations by reducing them to a pair of linear equations (3x+2y)/(xy)=1 and (4x-2y)/(xy)=13

Solve the pair of equations by reducing them to a pair of linear equations (3x+2y)/(xy)=1 and (4x-2y)/(xy)=13 hence find a for which y=ax-4

(xy+2y)-(3xy-4y)

Q. 11 The solution of (dy)/(dx)=(2x-y+3)/(x+2y+4) is y^(2)-x^(2)+xy+4y-3x+1=C x^(2)-y^(2)+xy+4y+3x-1=C y^(2)-x^(2)-xy-4y+3x-1=C y^(2)-x^(2)+xy+4y-3x-1=C

If 1/x-1/y=4 then (2x+4xy-2y)/(x-y-2xy)=

x,y in R, solve :4x+3xy+(2xy-3x)i=4y-((x^(2))/(2))+(3xy-2y)i

If 1/x - 1/y=4 , find the value of (2x+4xy-2y)/(x-y-2xy) .

If A=(x^3+y^3)/((x-y)^2+3xy), B=((x+y)^2-3xy)/(x^3-y^3), C=(xy)/(x^2-y^2) then (A-:B)xxC=