Answer:
To write a binomial with (9x^2) as the Greatest Common Factor (GCF) of its terms, we can start by factoring out the GCF from the binomial.
Step-by-step explanation:.
Let's say the binomial is in the form of (9x^2(a + b)), where (a) and (b) are the terms of the binomial. The GCF here is (9x^2). We can then expand this to get the binomial.
So, a possible binomial with (9x^2) as the GCF of its terms could be: [9x^2 (2x + 3)]
In this case, (9x^2) is the GCF of (18x^3) and (27x^2), which are the terms resulting from multiplying (9x^2) with (2x) and (3) respectively in the binomial.
