[" 39."3(2x+y)=7xy],[quad 3(x+3y)=11xyquad (x!=0" and "y!=0)]

Solve: 3 (2x+ y ) = 7xy 3(x+ 3y ) = 11xy , x ne 0 , y ne 0

2x + y = (7xy) / (3), x + 3y = (11xy) / (3)

Solve 6x + 3y = 7xy and 3x + 9y = 11xy.

x + y = 5 xy , 3x + 2y = 13 xy ( x ne 0, y ne 0 )

Solve by the method of elimination 2x-y=3,3x +y=7 (ii) x-y=5, 3x+ 2y = 25 (iii) (x)/(10 ) +(y)/(5) =14 ,(x)/( 8) + (y)/( 6) =15 (iv) 3(2x+y) =7xy,3 (x+3y ) =11xy (v) (4)/(x) +5y =7,(3)/(x) +4y =5 (vi) 13x +11y = 70,11x +13y =74

If 4x - 3y = 7xy and 3x + 2y = 18xy , then (x,y) =

Solve for x and y : 6x + 3y = 7xy, 3x + 9y = 11 xy (x ne 0 , y ne 0 )

{:(2x + y = (7xy)/(3)),(x + 3y = (11xy)/(3)):}

{:(2x + y = (7xy)/(3)),(x + 3y = (11xy)/(3)):}