Step 1: The trinomial factors as x2 + bx + c = (x + p)(x + 9), where p + q = b and p. = C. Fill in the following table with all of the possible values of p and q, using the fact that their

product is the constant term, c = 56.
р
9
p+a
56
57
1
-1 2
-56
-57
28
30
-2
-28
-30

Begging I need help as soon as possible

Step 2: Which factors for p and Q add to equal the coefficient of the x-term (-15) in the trinomial?

Step 3: Using the factor from step 2, write the trinomial x^2-15+56 in factored form

If you can answer any of these I’ll be so happy