Which of the following lists shows all the factors of 24?

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To determine the correct answer, we need to identify all the factors of the number 24. A factor is a whole number that can be multiplied by another whole number to yield the original number.

To find the factors of 24, we can start by finding the pairs of numbers that multiply together to equal 24. The pairs can be listed as follows:

• 1 × 24

• 2 × 12

• 3 × 8

• 4 × 6

From these multiplications, we can collect all the unique numbers involved:

• 1 (from 1 × 24)

• 2 (from 2 × 12)

• 3 (from 3 × 8)

• 4 (from 4 × 6)

• 6 (from 4 × 6)

• 8 (from 3 × 8)

• 12 (from 2 × 12)

• 24 (from 1 × 24)

When compiled, the complete list of factors is 1, 2, 3, 4, 6, 8, 12, and 24. This represents all integers that divide 24 without leaving a remainder.