Math Drills
Dividing by 2-Digit Numbers (Word Problems)
A-2Word Problems (Large Numbers)

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What this worksheet covers
- Worksheet
- Word Problems (Applications)
The work reaches scenes asking how much cheaper each item becomes when goods are bought together. Large Numbers handles dividing by a round multiple of ten and Even More Digits handles four-digit dividends. Buying in Bulk for Less becomes a word problem in which the gap between the cost at full price and the bulk cost is divided by the number of items.
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Buying in Bulk for Less has two tiers, and the hand stops once the gap in the totals is found, with that figure written straight into the answer. Since what is wanted is the gap for a single item, multiplying the written answer by the number of items lands exactly on the gap in the totals. Should it swell instead, a division is still outstanding.
In the next unit, Rounding Numbers, estimating itself becomes the center of the study, and which place to round at is chosen by the child. The way of estimating built up as far as 3-Digit ÷ 2-Digit has been used twice over inside a scene here.
- Large Numbers3 questions
- Even More Digits3 questions
Questions & answers
Problems and answers on this worksheet
These are the problems in “Division by 2-Digit Numbers”, shown with their answers.
(1)At the library, Olivia organized 210 notebooks. If 1 bundle holds 30, how many bundles can she make? Answer □
Answer: 7bundles
(2)Sam, in charge of souvenirs, collected 630 stamps. If 1 box holds 70, how many boxes can he make? Answer □
Answer: 9boxes
(3)Hannah, in charge of stationery at school, collected 240 pencils. If 1 box holds 40, how many boxes can she make? Answer □
Answer: 6boxes
(4)Ethan, in charge of arts and crafts, collected 1596 crayons. If they go equally into 42 boxes, how many go into 1 box? Answer □
Answer: 38crayons
(5)In art class, Grace prepared 2295 origami sheets. If they are handed out equally to 45 people, how many does 1 person get? Answer □
Answer: 51sheets
(6)For a craft project, Grace prepared 5332 gems. If they are split equally among 86 people, how many does 1 person get? Answer □
Answer: 62gems




















