Commutative Property of Multiplication

The video explains the commutative property of multiplication, demonstrating that the order of factors does not affect the product. Using visual examples, it shows that 4 * 7 and 7 * 4 both result in 28, illustrating that the product remains the same regardless of the order of multiplication. This property is a fundamental concept in mathematics, emphasizing that the arrangement of factors in a multiplication problem does not change the outcome.

What does the commutative property of multiplication imply?

• The order of factors does not affect the product.

• The product is always zero.

• Multiplication is the same as addition.

• The order of factors affects the product.

In the example 4 * 7, how many groups are there and how many are in each group?

• Seven groups with seven in each.

• Four groups with four in each.

• Seven groups with four in each.

• Four groups with seven in each.

What is the product of 4 * 7?

• 24

• 21

• 28

• 32

In the example 7 * 4, how many groups are there and how many are in each group?

• Four groups with seven in each.

• Seven groups with four in each.

• Four groups with four in each.

• Seven groups with seven in each.

What conclusion can be drawn from the examples 4 * 7 and 7 * 4?

• Multiplication is not commutative.

• The product is always greater than the factors.

• The product changes with the order of factors.

• The product remains the same regardless of the order of factors.