65x-33y=97" and "33x-65y=1

If 65 x - 33y = 97 and 33x - 65y = 1 , then what is xy equal to ?

Solve the following simultaneous linear equations in two variables by the method of elimination 65x-33y=97 33x-65y=1

{:(65x - 33y = 97),(33x - 65y = 1):}

{:(65x - 33y = 97),(33x - 65y = 1):}

Let (x,y) be a pair of real number satisfying 56x+33y=-(y)/(x^(2)+y^(2)) and 33x-56y=(x)/(x^(2)+y^(2)) . If x/y=(p)/(q) (where p and q are relatively prime and pgtq ) then (6p-q) is

If 15x+18y-33=0 Find x when y=1

Shortest distance between circle ((8x) -33)^(2)+64y^(2)=1 and parabola 4y^(2)= x is (A) 4 (B) (33)/(8) (C) (sqrt(65)-1)/8 (D) 1/8

If tan(x+y)=33 , and x= tan^(-1)3 , then: y=

If tan(x+y)=33 , and x= tan^(-1)3 , then: y=