Recall multiplication facts

Multiplication-fact knowledge includes accurate, efficient recall of products for whole-number factors from 0 through 12, including the special roles of 0 and 1 and the commutative relationships that reduce the number of facts to learn. These facts support interpreting arrays and equal groups, relating multiplication to corresponding division facts, and computing with larger whole numbers, fractions, and measurement quantities. This scope does not include memorizing products with larger factors or applying multiplication to decimals, variables, or generalized algebraic rules.

Detailed Explanation: Recall multiplication facts

Multiplication facts are products you can recall quickly for factors from $0$ through $(12)$ .

Any number multiplied by $0$ equals $0$ : $(9 \times 0=0)$ .
Any number multiplied by $1$ equals that number: $(6 \times 1=6)$ .
You can switch the order of the factors without changing the product: $(8 \times 7=7 \times 8)$ .

Example: Find $(8 \times 7)$ .

Look at the two factors: $8$ and $7$ .
Turn the fact around if the other order is easier to remember:

8 \times 7=7 \times 8

Recall the product of $7$ and $8$ :

7 \times 8=56

Therefore,

\boxed{8 \times 7=56}

Say the fact and product together: “Eight times seven is fifty-six.”

Learn by doing: Recall multiplication facts

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Multiplication - Times Table Practice

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Recall multiplication facts

Detailed Explanation: Recall multiplication facts

Learn by doing: Recall multiplication facts

Practice with unlimited practice problems

Practice:

Multiplication - Times Table Practice