This math topic practices solving division word problems involving small integers. It has seven problems where students divide total items or amounts evenly among groups, determining how many items or parts each group has. The problems involve practical scenarios like distributing candies among children or calculating how many apples a koala eats, based on the total weight and the weight of each apple. Multiple choice answers are provided for each question to help practice basic division skills and interpretive reasoning within a daily context.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
moreDivision Word Problems (Small Integers) Worksheet
| Math worksheet on 'Division Word Problems (Small Integers) (Level 1)'. Part of a broader unit on 'Multiplication - 2 Digit' Learn online: app.mobius.academy/math/units/multiplication_2_digit/ |
1
| A koala eats 36 grams of apples. Each apple weighs 9 grams. How many apples were eaten? |
| Solve this problem: |
a
| -36 |
b
| -9 |
c
| 4 |
d
| 0 |
e
| 27 |
f
| 0 |
2
| 27 apples are eaten by 3 koalas. How many apples does each koala eat if each koala eats the same number? |
| Solve this problem: |
a
| -3 |
b
| 11 |
c
| 9 |
d
| 8 |
e
| 0 |
f
| -27 |
3
| How many apples were eaten if a koala eats 63 grams of apples and each apple weighs 9 grams? |
| Solve this problem: |
a
| 50 |
b
| -9 |
c
| 7 |
d
| 8 |
e
| 0 |
f
| 1 |
4
| How many pieces of candy does each kid get if 8 kids split 72 pieces of candy evenly? |
| Solve this problem: |
a
| 8 |
b
| 0 |
c
| 9 |
d
| -8 |
e
| 0 |
f
| -72 |
5
| How many apples were eaten if a koala eats 45 grams of apples and each apple weighs 9 grams? |
| Solve this problem: |
a
| 5 |
b
| 0 |
c
| 0 |
d
| -45 |
e
| 18 |
f
| 400 |
6
| A koala eats 8 grams of apples. Each apple weighs 4 grams. How many apples were eaten? |
| Solve this problem: |
a
| 0 |
b
| 2 |
c
| 0 |
d
| -4 |
e
| 4 |
f
| -8 |
7
| A koala eats 45 grams of apples. Each apple weighs 9 grams. How many apples were eaten? |
| Solve this problem: |
a
| 300 |
b
| 600 |
c
| 0 |
d
| 5 |
e
| 40 |
f
| 4 |