Question

Which of the following interpretations for the given expression is correct?

5 (3m +12) + 8n
OA. The sum of 5 raised to the power of 3m, 12, and 8n.
OB. The sum of the quotient of 3m + 12 and 5 and 8n.
OC. The sum of 5 raised to the power of 3m + 12 and 8n.
OD. The sum of 8n and 5, raised to the power of 3m + 12.

Answer 1

The correct interpretation for the given expression is the sum of the quotient of 3m + 12 and 5 and 8n.

Step-by-step explanation:

The correct interpretation for the given expression: 5(3m + 12) + 8n is option B - The sum of the quotient of 3m + 12 and 5 and 8n.

We can break down the expression step by step:

1. Multiply 5 with the expression (3m + 12) to get 15m + 60.
2. Add the result to 8n to get the final expression: 15m + 60 + 8n.

So, the correct interpretation is the sum of the quotient of 3m + 12 and 5 and 8n.

Learn more about Order of Operations in Mathematics