Multiplication & Division with Money Worksheet | PDF Printable ... - Free Printable

Let’s solve each problem step by step.

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Section A: Multiplication and Division with Money

We’ll do each one carefully.

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1) $3.25 × 2

Multiply as if they were whole numbers first:
325 × 2 = 650
Now put the decimal back — since $3.25 has two decimal places, answer is $6.50

✔ Check: 3 × 2 = 6, 0.25 × 2 = 0.50 → total $6.50 ✔️

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2) $6.97 × 4

697 × 4 = 2788
Two decimal places → $27.88

✔ Check: 6 × 4 = 24, 0.97 × 4 = 3.88 → 24 + 3.88 = 27.88 ✔️

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3) $17.48 × 9

1748 × 9 = let’s compute:

1700 × 9 = 15,300
48 × 9 = 432
Total = 15,300 + 432 = 15,732
Two decimals → $157.32

✔ Check: 17 × 9 = 153, 0.48 × 9 = 4.32 → 153 + 4.32 = 157.32 ✔️

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4) $7.92 ÷ 3

Divide 7.92 by 3.

3 goes into 7 twice (6), remainder 1 → bring down 9 → 19
3 into 19 is 6 (18), remainder 1 → bring down 2 → 12
3 into 12 is 4 → so 2.64

Answer: $2.64

✔ Check: 2.64 × 3 = 7.92 ✔️

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5) $61.36 ÷ 4

Divide 61.36 by 4.

4 into 61 → 15 (since 4×15=60), remainder 1 → bring down 3 → 13
4 into 13 → 3 (12), remainder 1 → bring down 6 → 16
4 into 16 → 4 → so 15.34

Wait — let’s write it properly:

61.36 ÷ 4

- 4 into 6 → 1, remainder 2 → bring down 1 → 21
- 4 into 21 → 5 (20), remainder 1 → bring down 3 → 13
- 4 into 13 → 3 (12), remainder 1 → bring down 6 → 16
- 4 into 16 → 4

So: 15.34

But wait — we have decimal point after 61, so answer is $15.34

✔ Check: 15.34 × 4 = 61.36 ✔️

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6) $391.92 ÷ 8

Divide 391.92 by 8.

8 into 39 → 4 (32), remainder 7 → bring down 1 → 71
8 into 71 → 8 (64), remainder 7 → bring down 9 → 79
8 into 79 → 9 (72), remainder 7 → bring down 2 → 72
8 into 72 → 9

So far: 48.99? Let’s track decimal.

Actually:

391.92 ÷ 8

Start from left:

8 into 39 → 4 (32), subtract → 7
Bring down 1 → 71
8 into 71 → 8 (64), subtract → 7
Bring down 9 → 79
8 into 79 → 9 (72), subtract → 7
Bring down 2 → 72
8 into 72 → 9

Decimal point was after 391, so after 48.99? Wait — let's count digits.

Actually, 391.92 ÷ 8:

Do 39192 ÷ 8 = ? Then divide by 100.

39192 ÷ 8:

8 × 4899 = ?

Better to do long division:

48.99
_________
8 | 391.92
-32
----
71
-64
----
79
-72
----
72
-72
----
0

Yes! So $48.99

✔ Check: 48.99 × 8 = 391.92 ✔️

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7) $1.56 × 7

156 × 7 = 1092 → two decimals → $10.92

✔ Check: 1 × 7 = 7, 0.56 × 7 = 3.92 → 7 + 3.92 = 10.92 ✔️

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8) $42.18 ÷ 3

42.18 ÷ 3

3 into 42 → 14, then .18 ÷ 3 = 0.06 → so 14.06

Or step by step:

3 into 4 → 1, rem 1 → bring down 2 → 12 → 4 → so 14 so far
Then decimal → bring down 1 → 1 → 3 into 1 → 0, rem 1 → bring down 8 → 18 → 6

So 14.06

✔ Check: 14.06 × 3 = 42.18 ✔️

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9) $719.46 ÷ 9

Divide 719.46 by 9.

9 into 71 → 7 (63), rem 8 → bring down 9 → 89
9 into 89 → 9 (81), rem 8 → bring down 4 → 84
9 into 84 → 9 (81), rem 3 → bring down 6 → 36
9 into 36 → 4

So: 79.94

Check decimal: 719.46 → answer is $79.94

✔ Check: 79.94 × 9 = ?

79 × 9 = 711
0.94 × 9 = 8.46
Total = 711 + 8.46 = 719.46 ✔️

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Section B: How many items can you buy?

This means: divide the money amount by item cost, and take the whole number part (you can’t buy a fraction of an item).

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First table:

Item Cost | Quantity with $1 | Quantity with $2

→ For each row, do: floor($1 / cost) and floor($2 / cost)

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Row 1: $0.35

$1 ÷ 0.35 = 2.857... → you can buy 2 items
$2 ÷ 0.35 = 5.714... → 5 items

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Row 2: $0.23

$1 ÷ 0.23 ≈ 4.347 → 4
$2 ÷ 0.23 ≈ 8.695 → 8

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Row 3: $0.08

$1 ÷ 0.08 = 12.5 → 12 (can’t buy half)
$2 ÷ 0.08 = 25 → 25

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Row 4: $1.15

$1 ÷ 1.15 < 1 → 0
$2 ÷ 1.15 ≈ 1.739 → 1

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Second table:

Item Cost | Quantity with $5 | Quantity with $10

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Row 1: $1.99

$5 ÷ 1.99 ≈ 2.51 → 2
$10 ÷ 1.99 ≈ 5.025 → 5

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Row 2: $2.25

$5 ÷ 2.25 ≈ 2.22 → 2
$10 ÷ 2.25 ≈ 4.44 → 4

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Row 3: $0.44

$5 ÷ 0.44 ≈ 11.36 → 11
$10 ÷ 0.44 ≈ 22.72 → 22

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Row 4: $0.13

$5 ÷ 0.13 ≈ 38.46 → 38
$10 ÷ 0.13 ≈ 76.92 → 76

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Final Answer:

Section A:
1) $6.50
2) $27.88
3) $157.32
4) $2.64
5) $15.34
6) $48.99
7) $10.92
8) $14.06
9) $79.94

Section B First Table:
$0.35 → 2, 5
$0.23 → 4, 8
$0.08 → 12, 25
$1.15 → 0, 1

Section B Second Table:
$1.99 → 2, 5
$2.25 → 2, 4
$0.44 → 11, 22
$0.13 → 38, 76