If `w != 0 and w = 2x = sqrt(2)y`, what is the value `w - x` in terms of y?

If 4 is a root of x^(2)-x-w=0 , what is the value of w?

If (x)/(y)=6, (y)/(w)=4, and x=36 , what is the value of w?

Given,w = -2, x = 3,y = 0, and z = -frac(1)(2).Find the value of 2(w^2 + x^2 + y^2)

Given y=wx^(2) and y is not 0. If the value of x and w are each double, then the value of y is multipled by

If [{:(x -y ,4),(z + 6 , x + y ):}] = [{:(8, w),(0,0):}] , then the value of (x + y + w + z) is

If x= a+ b, y = a omega + b omega^(2), z= a omega^(2) + b omega , then the value of x^(3) + y^(3) + z^(3) is equal to (where omega is imaginary cube root of unity)

Given w=-2,x=3,y=0 & Z=-1/2, Find the value of w^2 sqrt((Z^2+y^2)) .