calculate-the-derivative-of-the-function-y4x5x12yleft4x-5rightxfrac12

Question

Calculate the derivative of the function y=(4x−5)x12y=\left(4x-5\$$right)x^{\frac12}.$$

Accepted Answer

y′=6x12−$$52x12y^{\prime}$$=$$6x^{\frac12}$$-\frac{5}{$$2x^{\frac12}$$}

Answer

y′=4x12−$$52x12y^{\prime}$$=$$4x^{\frac12}$$-\frac{5}{$$2x^{\frac12}$$}

Answer

y′=6x12−$$5x12y^{\prime}$$=$$6x^{\frac12}$$-\frac{5}{$$x^{\frac12}$$}

Answer

y′=4x12−$$5x12y^{\prime}$$=$$4x^{\frac12}$$-\frac{5}{$$x^{\frac12}$$}

Calculate the derivative of the function y=(4x−5)x12y=\(\left\)(4x-5\(\right\))x^{\(\frac\)12}.