Practice fundamental concepts of multi-digit multiplication and division. Perfect for building confidence!
What is 12 × 13?
Calculate 21 × 14 using the area model: ___
Break it into: (20+1) × (10+4)
Estimate: About how much is 28 × 31?
What is 23 × 32? ___
Use decomposition method
In two-digit multiplication, you always get exactly 4 partial products.
Calculate 684 ÷ 3 using long division.
What is 648 ÷ 4? ___
Use long division method
A school has 855 students in 5 equal groups. Students per group?
DMSB stands for: Divide, Multiply, Subtract, Bring down.
Calculate 444 ÷ 4: ___
Notice the pattern with repeated digits
What is 27 × 38?
When multiplying 48 × 36, what is 8 × 6? ___
This requires carrying (regrouping)
Calculate 457 ÷ 8. What is the remainder?
A remainder must always be less than the divisor.
Estimate 48 × 32 by rounding: About ___
Round both numbers to nearest 10
Use compatible numbers to estimate 287 ÷ 6.
Calculate 31 × 22: ___
Use any method you prefer
Estimation helps verify if your answer is reasonable.
A baker has 347 cookies to share among 6 friends. Cookies left over?
Calculate 756 ÷ 7: ___
Use long division
What is 14 × 21?
When dividing, you multiply back to verify your answer.
Estimate 73 × 28 by rounding: About ___
Round to nearest ten
Calculate 936 ÷ 3.
A school orders 24 boxes with 32 items each. Total items: ___
Multiply 24 × 32
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