SOLUTION: V=R(1/x squared-1/y squared)solve for y v=r((1/x^2)-(1/y)^2) v/r=x^-2 - y^-2 (v/r)-(x^-2)=-y^-2 (x^-2)-(v/r)=y^-2 y=((x^-2)-(v/r))^(-1/2)

Algebra ->  College  -> Linear Algebra -> SOLUTION: V=R(1/x squared-1/y squared)solve for y v=r((1/x^2)-(1/y)^2) v/r=x^-2 - y^-2 (v/r)-(x^-2)=-y^-2 (x^-2)-(v/r)=y^-2 y=((x^-2)-(v/r))^(-1/2)       Log On


   

Question 120209: V=R(1/x squared-1/y squared)solve for y
v=r((1/x^2)-(1/y)^2)
v/r=x^-2 - y^-2
(v/r)-(x^-2)=-y^-2
(x^-2)-(v/r)=y^-2
y=((x^-2)-(v/r))^(-1/2)


Answer by woneuniceyoo(1) About Me  (Show Source):
You can put this solution on YOUR website!
V=R(1/x squared-1/y squared)solve for y
v=r((1/x^2)-(1/y)^2)
v/r=x^-2 - y^-2
(v/r)-(x^-2)=-y^-2
(x^-2)-(v/r)=y^-2
y=((x^-2)-(v/r))^(-1/2)