Factor completely. -40m³n³-3m²n⁴-mn⁵ A) mn³( 5m - n)( 8m + n)n³ B) mn³( 5m + n)( 8m - n) C) mn³( 8m - n)( 5m + n) D) n³( 5m - n)( 8m + n)

Name: Factor completely. -40m 3 n 3 -3m 2 n 4 -mn 5 A) mn 3 ( 5m - n)( 8m + n)n 3 B) mn 3 ( 5m + n)( 8m - n) C) mn 3 ( 8m - n)( 5m + n) D) n 3 ( 5m - n)( 8m + n)
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Question

Quizplus · Accepted Answer

The expression can be factored by first taking out the common factor, which is $mn^{13}$, and then rearranging the terms to form two binomials, (5m - n) and (8m + n).

Factor Completely. -40m3n3-3m2n4-Mn5

Factor Completely. -40m³n³-3m²n⁴-Mn⁵