Answer:
\(\text{GCF}=4a^3b^2\)
a is the correct option.
Step-by-step explanation:
We have to identify the GCF of the expression
\(12a^4b^3+8a^3b^2\)
First we identify the GCF of each term of the expression
the GCF of 12 and 8 is 4
GCF of \(a^4\text{ and }a^3\text{ is }a^3\)
GCF of \(b^3\text{ and }b^2\text{ is }b^2\)
Therefore, the GCF of \(12a^4b^3+8a^3b^2\) should be
\(\text{GCF}=4a^3b^2\)
a is the correct option.
