Question

question
choose the answer choice which best describes the expression below.
\\(\frac{(9b + 5z)}{2}\\)

answer

• the quotient of two quantities
• the product of two factors
• the sum of two terms
• the difference of two terms

Explanation:

Step1: Analyze the expression structure

The expression is $\frac{9b + 5z}{2}$, which can be seen as the division of the quantity $(9b + 5z)$ by 2. In terms of operations, division gives a quotient. So we are looking at the quotient of two quantities: the numerator $(9b + 5z)$ and the denominator 2.

Step2: Evaluate other options

• "The product of two factors" would involve multiplication, but here we have division, so this is incorrect.
• "The sum of two terms" would be just $9b + 5z$ (the numerator), but the full expression includes division, so this is incorrect.
• "The difference of two terms" involves subtraction, which is not present in the main operation of the given expression, so this is incorrect.

Answer:

The quotient of two quantities