(8x-3)/(3x)=2

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Solve the equation. (8 x - 3)/(3 x) = 2

8((3^(x-2))/(3^(x)-2^(x)))>1+((2)/(3))^(x)

Find the vertical asymptotes and holes of (3(2x+5)^3(8x-3)^2(x-3))/(2(8x-3)^2(2x+5)) .

If (8/3)^(3-x) = (3/8 )^(2x-1) , then x =

int(2x-3)/(8+3x-x^(2))dx

underset(x to oo)(" Lt ") (8|x|+3x)/(3|x|-2x) .

Find {:(" Lt"),(xrarroo):}(8|x|+3x)/(3|x|-2x)