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Find all the factor pairs for $24$ and complete the equations. $\newline$ $24 = 1 \times \_\_\_$ $\newline$ $24 = 2 \times \_\_\_$ $\newline$ $24 = 3 \times \_\_\_$ $\newline$ $24 = \_\_\_\times 6$

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Division patterns with zeros

Full solution

Q. Find all the factor pairs for

24

and complete the equations.

\newline

24 = 1 \times \_\_\_

\newline

24 = 2 \times \_\_\_

\newline

24 = 3 \times \_\_\_

\newline

24 = \_\_\_\times 6

Identify factor pairs: Identify the factor pairs of $24$ by finding numbers that multiply to give $24$ . Start with $1$ .
Find numbers: Continue with the next smallest whole number, $2$ .
Continue with next: Move to the next number, $3$ , and find its complementary factor.
Check if $4$ : Check if $4$ is a factor and find the pair.
Recognize all pairs: Since $6$ has already appeared as a factor, recognize that all factor pairs have been identified.

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