If someone could help fast that would be great. :)
Write a trinomial with 9ab as the GCF of all three terms.
I don't understand how to do this. So if someone would help that would be great. Thank you so much!
To write a trinomial with 9ab as the greatest common factor (GCF) of all three terms, you need to find the common factors of 9, a, and b and use them in the trinomial.
Step 1: Find the factors of 9: The factors of 9 are 1, 3, and 9.
Step 2: Determine the factors of a and b: Since the problem does not provide any specific value for a or b, we assume they are variables and do not have any known factors.
Step 3: Combine the factors: Take one of the factors from each number/variable and multiply them together. In this case, you need to choose one factor of 9 and both factors of a and b. One possible trinomial would be:
9ab + 3ab + 1ab
Now you can simplify the expression:
9ab + 3ab + 1ab = (9 + 3 + 1)ab = 13ab
Therefore, one possible trinomial with 9ab as the GCF of all three terms is 13ab.
Remember that there are multiple correct answers, and this is just one possible solution.