Simplify:
5z16÷15z−115z^{16} ÷ 15z^{-11}5z16÷15z−11
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5z16÷15z−11=515z16−(−11)=13z16+11=13z275z^{16} ÷ 15z^{-11}\\[1em] = \dfrac{5}{15}z^{16-(-11)}\\[1em] = \dfrac{1}{3}z^{16+11}\\[1em] = \dfrac{1}{3}z^{27}5z16÷15z−11=155z16−(−11)=31z16+11=31z27
5z16÷15z−11=13z275z^{16} ÷ 15z^{-11} = \dfrac{1}{3}z^{27}5z16÷15z−11=31z27
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