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Multiplication and Division Worksheets

Use these sheets for multiplying by one or two digits and for dividing with and without remainders. Area models and partial products show why the written methods work, and the division sheets run from equal sharing up to short and long division.

Times table facts make all of this easier, so check the times tables worksheets first if answers come slowly. Press New Numbers for another set and print the answer page when you finish.

Multiplication Worksheets

Times tables worksheets

Area Model and Partial Product Worksheets

Division Worksheets

More division worksheets

More worksheet collections

Choosing multiplication and division practice

Choose a sheet according to the structure the learner needs to practise. Equal groups and arrays help connect multiplication with repeated addition; a times-table sheet can support facts; area models and column methods show how larger numbers are built. For division, decide whether the question asks for equal sharing, grouping or a written quotient. Begin with a familiar fact or representation, then choose a page that introduces one additional step. The collection includes different formats, so compare the title and preview before settling on a worksheet.

Name the task before solving

Open one sheet and identify whether it requests products, quotients, missing factors or a check of someone else's calculation. Choose Worksheet for the attempt and Answer Key for checking. New Numbers can give another set at the same level. Keep multiplication and division linked: after finding a product, use the corresponding division facts to check it. If a page mixes operations, ask the learner to name the operation before calculating so the symbols and story meaning stay connected.

Use the inverse relationship

For example, calculate 36 x 14 by splitting 14 into 10 and 4: 36 x 10 = 360 and 36 x 4 = 144, so the total is 504. Check using 504 divided by 14, or divide by 2 and then by 7. For 84 divided by 6, ask how many groups of 6 make 84; the fact 6 x 14 = 84 gives a quotient of 14. The inverse relationship makes the result easier to verify than relying on a single written method.

Common slips to catch

Common mistakes include confusing the number of groups with the size of each group, placing partial products in the wrong column and forgetting that a remainder must be smaller than the divisor. Draw equal groups for a sharing question and label both the group count and group size. In a written division, check each subtraction and bring-down step in order. At the end, multiply the quotient by the divisor and add any remainder to see whether the original dividend is recovered.