Solve the following logarithmic inequality, log1/2 ((4x^2)-x)>1

Solve the following logarithmic inequality, log1/2 ((4x^2)-x)>1

log1/2 ((4x^2)-x)>1 log1/2 ((4x^2)-x)>log1/2(1/2) 4x^2-x>1/2 4x^2-x-1/2>0
X1 = 1 / 2 x2 = - 1 / 4 x > 1 / 2 or X