Final answer:
To find the remainder of (3x² + 16x - 2) divided by (x + 5), substitute -5 into the polynomial and evaluate.
Step-by-step explanation:
To find the remainder when dividing (3x² + 16x - 2) by (x + 5), we can use the remainder theorem. This theorem states that if we divide a polynomial f(x) by (x - a), the remainder is given by f(a). In this case, a is -5, so we substitute -5 into the polynomial: (3(-5)² + 16(-5) - 2). Evaluating this expression gives us the remainder.
Learn more about Dividing Polynomials