How do you factor $40c^11+16c^6$ ?

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Answer 1 · 2018-06-15T01:53:08

$color(maroon)(=.8c^6 (5c^5 + 2) " is the simplified form"$

$40c^11 + 16c^6$

$=> (color(red)(8) * 5)(color(red)(c^6) * c^5) + (color(red)(8) * 2) color(red)(c^6 " rewriting the common terms "$

$color(maroon)(=.8c^6 (5c^5 + 2) " is the simplified form"$

How do you factor 40c^11+16c^640c^11+16c^6?