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One of the factors of p^5 - 144p^3 is a. p3 b. p + 12 c. p - 12 d. All of the above
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@jim_thompson5910
\[\Large\bf\sf p^5-144^3\]Factoring out a p^3 gives us:\[\Large\bf\sf p^3(p^2-144)\quad=\quad p^3(p^2-12^2)\]p^2 and 12^2 are both `squares`. Do you remember how to break down the `difference of squares` ?
Ah typo on the first line, sorry :c\[\Large\bf\sf p^5-144^3\]Was supposed to be,\[\Large\bf\sf p^5-144p^3\]
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