Answer
Rewrite: $\frac{6}{7}x^{-2}$
Differentiate: $(\frac{6}{7})(-2)(x^{-2-1})$
Simplify$-\frac{12}{7x^3}$
Work Step by Step
Rewrite: Factor out the $\frac{6}{7}$ to get a constant times an expression; then (by switching the sign of the exponent of x) take the expression to the numerator.
Differentiate:Using the Constant Multiple Rule and the Power Rule, differentiate the expression to get $(\frac{6}{7})(-2)(x^{-2-1})$.
Simplify: Multiply the constants and take the expression to the denominator again to get rid of the negative exponent.
