Respuesta :

Leader
[tex]4(n+6)(7n+4) = \boxed{\bf{28n^2+184n+96}}[/tex]

Your answer is A) 28n² + 184n + 96.

Answer:

Option A

Step-by-step explanation:

(n + 6) and (7n + 4)

To find the expression that has factors  (n + 6) and (7n + 4)

check each option

Factor each option

28n^2 + 184n + 96  

GCF is 4

factor out 4 from the expression

4(7n^2+46n+24)

Now factor 7n^2 +46n + 24

4((7n^2 +4n)+(42n+24))

4(n(7n+4)+6(7n+4))

4(n+6)(7n+4)

Option A is correct

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