[(x-4)(y-4)=16],[(y-6)(z-6)=36],[(z-8)(x-8)=84]

Solve for x,y,z(x-4)(y-4)=16(y-6)(z-6)=36,(z-8)(x-8)=64 then x+y+z=

Solve the equations : (x - 4) (y - 4) = 16 (y - 6) (z - 6) = 36 (z - 8) (x - 8) = 64 .

If, 2^(x+y-2z)=8^(8z-5-y), 5^(4y-6z)= 25^(y+z), 3^(4x-3z)=9^(x+z) then the value of 2x+3y+5z is: यदि 2^(x+y-2z)=8^(8z-5-y), 5^(4y-6z)= 25^(y+z), 3^(4x-3z)=9^(x+z) है, तो 2x+3y+5z का मान क्या होगा ?

4yz(z^2+6z-16)-:2y (z+8)

If [(x y,4),(z+6,x+y)]=[(8,w),(0, 6)] , write the value of (x+y+z) .

If [(x y,4),(z+6,x+y)]=[(8,w),(0, 6)] , write the value of (x+y+z) .

For the line (x-6)/(6)=(y+4)/(4)=(z-4)/(8),

If [{:(xy,4),(z+6,x+y):}]=[{:(8,w),(0,6):}] , then find the values of x,y,z and w.