College Math Placement Practice Test 2025 - Free College Math Questions and Study Guide

Question: 1 / 400

Which of the following expressions equals 3x + 5?

3(x + 5/3)

(3/5)(x + 5)

3x + 5x - 2x

(1/3)(9x + 15)

To determine which expression equals \(3x + 5\), we can evaluate each option.

Starting with the expression in D, \((1/3)(9x + 15)\), we can simplify it by distributing \((1/3)\):

\[

(1/3)(9x) + (1/3)(15) = 3x + 5.

\]

This matches the original expression \(3x + 5\) perfectly, confirming that option D is indeed correct.

For the other expressions:

- In option A, \(3(x + 5/3)\) expands to \(3x + 5\), when you distribute the 3, but when calculating the constant part, \(3 \times 5/3 = 5\), which is correct; however, it may appear misleading in its form without proper simplification.

- Option B, \((3/5)(x + 5)\) simplifies to \((3/5)x + 3\), which does not equal \(3x + 5\) due to different coefficients for \(x\) and a mismatched constant.

- In option C, \(3x + 5x - 2

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