Grade 3 Multiplication Facts Practice Worksheet
A two-page fact-fluency worksheet covering skip counting, solving 2s, 5s, and 10s facts, a...
View Resource : Grade 3 Multiplication Facts Practice WorksheetA three-page word problem worksheet that sets multiplication and array problems in everyday Southeast Asian contexts — a market stall, a school garden, a minibus, a beach, and a river boat trip. Grade 3 students draw the array, write the multiplication sentence, and solve, finishing with a challenge problem that introduces the idea of finding an unknown number of rows.
This worksheet moves the array and multiplication skills from the earlier resources into real, relatable situations rather than abstract numbers alone. It opens with a "Look and Solve" warm-up built around a ready-made array, then works through five word problems, each with space for students to draw the array before writing the multiplication sentence and solving. The settings — a market, a school garden, a minibus, a beach, and a school class photo — are drawn from everyday life across the region rather than any one country, and use generic first names common across Southeast Asia. A final Challenge Problem asks students to find the number of rows given a total and a known number per row, a gentle stretch beyond straightforward multiplication.
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SUPPORT: Read each word problem aloud with the student and help them underline the key numbers before they begin. Reduce the set to the "Look and Solve" warm-up plus problems 1 through 3 if five problems plus the challenge is too many.
ON-LEVEL: Students complete the warm-up and all five word problems independently, drawing each array before solving.
CHALLENGE: Students complete the Challenge Problem and then write their own similar "unknown number of rows" word problem for a partner to solve.
Collect the completed worksheet and mark it against the included answer key. This worksheet is a strong source for the Grading Rubric's Problem Solving and Multiplication Sentence Accuracy criteria, since it asks students to set up their own array rather than working from one already given.
Before students start, ask them to underline the two important numbers in each problem — the number of groups and the number in each group — before they draw anything. This small step catches a lot of the "which numbers do I multiply" confusion before it turns into a wrong array.
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