Answer:
4a²(8a + 3)
Explanation:
32a³+12a²
The greatest common factor of 32 and 12 is 4.
The greatest common factor of a³ and a² is a².
Factoring out 4a², you are left with (8a + 3)
Therefore, the fully factored form of 32a³+12a² is 4a²(8a + 3).
The correct result of the factorization of the expression is 4a2(8a + 3).
The term factorization is used in mathematics to show the expression of algebraic term in terms of factors. In this case we are to factorize the expression 32a3 + 12a2.
The common factor here is 4a2. Hence, the correct result of the factorization of the expression is 4a2(8a + 3).
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