Multiplication Multiples and Patterns

Which of these statements is NOT true about multiples of 8?

• They are also multiples of 2.

• They are also multiples of 4.

• They are all even numbers.

• They are also multiples of 6.

When you multiply an even number by an even number, what happens to the product?

• The product is always even.

• The product is always odd.

• The product can be even or odd.

• The product will always end in a 0.

When you multiply an even number by an odd number, what happens to the product?

• The product is always even.

• The product is always odd.

• The product can be even or odd.

• The product will always end in a 0.

When you multiply an odd number by an odd number, what happens to the product?

• The product is always even.

• The product is always odd.

• The product can be even or odd.

• The product will always end in a 0.

What happens to the number in the ones place when you have a multiple of 5?

• There will always be a 0 in the ones place.

• There will always be an even number in the ones place.

• There will always be an odd number in the ones place.

• There will be a 0 or a 5 in the ones place.

Look at the hundreds chart. Which statement is TRUE about the circled numbers?

• The circled numbers are skip counting by 8.

• The circled numbers are multiples of 4.

• If the pattern continues, 38 will be circled.

• The circled numbers are all odd.

Which statement describes the products of 3 and the products of 6?

• The only product of both 3 and 6 is 18.

• All products of 3 are also products of 6.

• All products of 6 are also products of 3.

• The products of 3 are twice the products of 6.

What number is missing from all four spots on the multiplication table?

• 25

• 24

• 26

• 20

What numbers will come next if the pattern continues?

• 35, 41, 49

• 34, 42, 49

• 35, 42, 29

• 37, 44, 51

Which tells the relationship between column R and column S?

• Add 3 to R to get S

• Add 6 to R to get S

• Multiply R by 2 to get S

• Multiply R by 4 to get S