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Worksheets /Fractions, decimals and percentages

Decimal operations worksheets

Adding, subtracting, multiplying and dividing decimals, with the number of decimal places under your control and divisions that come out exactly.

Grade 4–Grade 7 · every refresh draws a new set · answer key included

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Decimal operations worksheets

Work out each answer. Line up the decimal points.

1.
16.60 + 3.19 =
2.
11.54 + 5.75 =
3.
16.17 + 20.27 =
4.
8.43 + 16.77 =
5.
6.50 + 12.16 =
6.
4.91 + 9.47 =
7.
14.94 + 5.30 =
8.
5.82 + 18.74 =
9.
11.65 + 5.43 =
10.
19.23 + 16.01 =
11.
5.43 + 2.53 =
12.
16.94 + 6.96 =
13.
1.45 + 8.22 =
14.
19.07 + 19.80 =
15.
4.44 + 19.61 =
16.
10.26 + 20.06 =
17.
6.99 + 20.36 =
18.
6.15 + 2.76 =
19.
15.90 + 20.36 =
20.
3.28 + 15.24 =
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Decimal operations worksheets — answer key

Work out each answer. Line up the decimal points.

1.
16.60 + 3.19 =19.79
2.
11.54 + 5.75 =17.29
3.
16.17 + 20.27 =36.44
4.
8.43 + 16.77 =25.20
5.
6.50 + 12.16 =18.66
6.
4.91 + 9.47 =14.38
7.
14.94 + 5.30 =20.24
8.
5.82 + 18.74 =24.56
9.
11.65 + 5.43 =17.08
10.
19.23 + 16.01 =35.24
11.
5.43 + 2.53 =7.96
12.
16.94 + 6.96 =23.90
13.
1.45 + 8.22 =9.67
14.
19.07 + 19.80 =38.87
15.
4.44 + 19.61 =24.05
16.
10.26 + 20.06 =30.32
17.
6.99 + 20.36 =27.35
18.
6.15 + 2.76 =8.91
19.
15.90 + 20.36 =36.26
20.
3.28 + 15.24 =18.52
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20 problems · US Letter · answer key — 2 sheets, page breaks marked in the preview

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What this worksheet is for

Decimals are place value continued to the right of the point, and every rule pupils need follows from that — which is why the instruction on this page is “line up the decimal points" rather than anything about counting digits. Divisions here are built by multiplying first, so each one comes out exactly rather than running into a recurring tail, and multiplication is by a whole number, because decimal-by-decimal multiplication is a separate idea that deserves its own lesson.

Who it suits

Grade 4 to Grade 7, ages nine to thirteen. Adding and subtracting tenths and hundredths is Grade 4 and 5 work; multiplying and dividing by a whole number follows in Grade 5 and 6; three decimal places belong with measurement and money in Grade 6 and beyond.

How to use the settings

Set the number of decimal places to match the topic — two places is money, three is measurement in metres. Keep the whole part small while the method is new: a pupil lining up 3.45 + 1.09 is learning the same thing as one lining up 73.45 + 21.09, with a third of the arithmetic. Add working space for column layout, because the whole difficulty of decimal addition is keeping the columns straight.

What goes wrong

Right-aligning the digits instead of aligning the points is the classic fault, and it produces answers that are wrong by a factor of ten. The second is dropping the point in the answer to multiplication — the digits are right, the size is not. The third is treating 0.5 as smaller than 0.45 because it has fewer digits, which is a place value problem rather than an arithmetic one.

Questions

Do the divisions come out exactly?
Yes. Each division is built by multiplying the answer by the divisor, so there is never a recurring decimal to round. That keeps the page about the method rather than about deciding where to stop.
Why is multiplication only by whole numbers?
Because multiplying two decimals adds their decimal places together, which is a separate rule and a separate lesson. Multiplying a decimal by a whole number keeps the point in a predictable place.
How many decimal places should I choose?
Two for anything money-shaped, one when the idea is new, three when the context is measurement. The answers use the same number of places as the questions.

Related worksheets

  • Rounding decimals worksheetsGrade 4–Grade 7
  • Percentage worksheetsGrade 5–Grade 8
  • Adding fractions worksheetsGrade 3–Grade 6

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