How do you factor completely $18a^2be^2-48abc^3$ ?

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Answer 1 · 2018-06-15T04:54:02

$color(crimson)(=> 6 ab(3ae^2 - 8 c^3)$

$18a^^2be^2 - 48abc^3$

$=> 6 * 3 * a * a * b * e^2 - 6 * 8 * a 8 b * c^3$

$color(crimson)(=> 6 ab(3ae^2 - 8 c^3), " Taking common terms out"$

How do you factor completely 18a^2be^2-48abc^318a^2be^2-48abc^3?