What is the greatest possible value of x for the equation
\((4x-16/3x-4)^2 + (4x-16/3x-4) = 12\)
Expand the far left side, then multiply the second term by (3x-4)/3x-4) and multiply the entire equation by ( 3x-4)^2
and simplify the mess to get
80x^2- 96-128 = 0 Quadrtaic formula then shows x = 2 as the largest x
Expand the far left side, then multiply the second term by (3x-4)/3x-4) and multiply the entire equation by ( 3x-4)^2
and simplify the mess to get
80x^2- 96-128 = 0 Quadrtaic formula then shows x = 2 as the largest x