Find ( y^{ prime} ) and ( y^{ prime prime} ). [ begin{array}{r} y= frac{ ln (6 x)}{x^{6}} y^{ prime}= frac{1-6 ln (6 x)}{x^{7}} y^{ prime prime}= frac{42 ln (x)-13}{x^{8}} end{array} ] Differentiate. [ y= frac{t^{2}}{3 t^{2}-4 t+2} ] [ y^{ prime}(t)= ]

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Find  ( y^{ prime}  ) and  ( y^{ prime  prime}  ).  [  begin{array}{r} y= frac{ ln (6 x)}{x^{6}}    y^{ prime}= frac{1-6  ln (6 x)}{x^{7}}    y^{ prime  prime}= frac{42  ln (x)-13}{x^{8}}  end{array}  ]  Differentiate.  [ y= frac{t^{2}}{3 t^{2}-4 t+2}  ]  [ y^{ prime}(t)=  ]

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(Solved): Find \( y^{\prime} \) and \( y^{\prime \prime} \). \[ \begin{array}{r} y=\frac{\ln (6 x)}{x^{6}} \\ ...

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