#1**0 **

Okay, I will attempt to simplify the expression of \((p^{-6p^2})^{-3}\) with only positive exponents:

\((p^{-6p^2})^{-3}\) | Use the exponent rule that \(a^{-b}=\frac{1}{a^b}\) |

\(\frac{1}{(p^{-6p^2})^3}\) | Use the exponent rule that states that \((a{^b})^c=a^{b*c}\). |

\(\frac{1}{p^{-6p^2*3}}\) | Combine like terms in the exponent. |

\(\frac{1}{p^{-18p^2}}\) | This expression is simplified as much as possible. |

TheXSquaredFactor
Aug 9, 2017