Factor by grouping. -25z⁴+ 10z²- 8 A) ( 5z²+ 4)( 5z²- 2) B) ( 5z⁴+ 4)( 5z - 2) C) ( 5z⁴+ 2)( 5z - 4) D) ( 5z²+ 2)( 5z²- 4)

Name: Factor by grouping. -25z 4 + 10z 2 - 8 A) ( 5z 2 + 4)( 5z 2 - 2) B) ( 5z 4 + 4)( 5z - 2) C) ( 5z 4 + 2)( 5z - 4) D) ( 5z 2 + 2)( 5z 2 - 4)
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Quizplus · Accepted Answer

The expression can be factored by grouping, where the common factor of the first two terms is $5z^{12}$, and the common factor of the last term is 4, leading to the factorization $(5z^{12} + 4)(5z^{12} - 2)$.

Factor by Grouping. -25z4+ 10z2- 8

Factor by Grouping. -25z⁴+ 10z²- 8