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Transform the following expression into an algebraic expression in xx . Assume that the inverse trigonometric function is defined for its argument and assume that x>0x>0 .sec(cot−125−x2x)\(\sec\)\(\left\)(\(\cot\)^{-1}\(\frac{\sqrt{25-x^2}\)}{x}\(\right\))

Transform the following expression into an algebraic expression in $x$ . Assume that the inverse trigonometric function is defined for its argument and assume that $x is greater than 0$ .
$\sec (\cot^{- 1} \frac{\sqrt{25 - x^{2}}}{x})$