Question

Identify the terms, coefficients, and constants in the expression.

2m + 15 + 2p2
Termis)
2.2.15
13
Coefficientis)
2m² 15, 2p²
Constantis
2m2

Answer 1

In the expression 2m + 15 + 2p^2, the terms are 2m, 15, and 2p^2; the coefficients are 2 for m and 2 for p^2; and the constant is 15.

Step-by-step explanation:

Understanding Terms, Coefficients, and Constants

In the expression 2m + 15 + 2p2, let's identify the terms, coefficients, and constants.

• Terms are the individual elements in an algebraic expression that are separated by plus (+) or minus (−) signs. In this expression, the terms are 2m, 15, and 2p2.
• Coefficients are the numerical factors of the variables in terms. Here, 2 is the coefficient of m, and 2 is the coefficient of p2.
• Constants are the terms in the expression that do not contain any variables. In this case, the constant is 15.

So, summarizing, we have: Terms = 2m, 15, 2p2; Coefficients = 2 (for m), 2 (for p2); Constant = 15.