1/\sqrt{1 B x}\ln\frac{\sqrt{a}+\sqrt{a X}}{\sqrt{x}}

Type your math problem... 1/\sqrt{1-b x}\ln\frac{\sqrt{a}+\sqrt{a-x}}{\sqrt{x}}

Question

1 \div (1 - b x \times ln (\frac{a + a - x}{x}))

Simplify the expression

\frac{1 - b x}{( 1 - b x ) \times ln ( \frac{a + a - x}{x} )}

Alternative Form

\frac{2 1 - b x}{2 ln ( a + a - x ) - 2 b x ln ( a + a - x ) - ln ( x ) + b x ln ( x )}

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