How do you factor $3 m^{4} + 243$ $3m^4+243$ ?

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How do you factor $3 m^{4} + 243$ $3m^4+243$ ?

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Answer 1 · 2017-01-18T18:37:38

$3 (m^{4} + 81)$ $3(m^4 + 81)$

Explanation:

No $m$ $m$ can be factored out of both terms, since $m$ $m$ isn't a factor of $243$ $243$ (it's a variable). So, since $243$ $243$ is divisible by $3$ $3$ , we can factor a $3$ $3$ out of the entire equation, put the rest in parentheses, and divide each term with $3$ $3$ as such:

$3 (m^{4} + 81)$ $3(m^4 + 81)$

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How do you factor $3 m^{4} + 243$ $3m^4+243$ ?

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