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goy4540 goy4540
  • 22-08-2016
  • Mathematics
Answered

To simplify each expression and use positive exponents for m^3n^-6p^0.

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Anonymous Anonymous
  • 22-08-2016

\(m^3n^-6p^0\) 

\(Use \ Negative \ Power \ Rule\) \(x^-^a= \dfrac{1}{x^a}\) 

\(m^3* \dfrac{1n}{6} p^0\) 

\(Use \ Rule \ of \ Zero\)  \(x^0=1\)

\(m^3*1 \dfrac{1}{n^6} *1\) 

\(\boxed{\boxed{\dfrac{m^3}{n^6}}}\)    \(Solution\)


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Ckaranja
Ckaranja Ckaranja
  • 24-08-2016

\(m^{3n} -6 p^{0}\)
=\(m^{3n} -6\)

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