[(i),x+y=14],[x-y,=4]

x + y = 14x-y = 4

x + y = 14x-y = 4

x+y=14 and x-y=4

Solve the following simultaneous equations : (i) x+y=7, x-y=5 (ii) x+y=10, x-y=16. (iii) 3x+y=14, x-y=2.

[[1,-2],[3,2]][[x,2],[1,y]]=[[-3,4],[-1,4]] Find x and y.

Find the value of 27 x^3+\ 8y^3, if (i) 3x+2y=14 and x y=8 (ii) 3x+2y=20\ and x y=(14)/9

{{:(4x+3y=14-y),(x-5y=2):} If (x,y) is a solutin to the system of equations above, then what is the vaue of x y ?

If [[x-y,z],[2x-y,w]]=[[-1,4],[0,5]] then find the value of x+y.

If [[x-y,z],[2x-y,omega]] = [[-1,4], [0,5]], find x,y,z,w

The value of x and y from the equation x+y=14 and x-y=4 are