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Order of Operations Worksheets, Grade 6

Adds whole-number exponents to grade 5 work: squares and cubes of small numbers, and squares of a parenthesised sum. Set to grade 6 below; change anything you like.

Convention
Grade
Numbers
Include
Columns

The code rebuilds this exact sheet and key later.

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What grade 6 sheets cover

  • Evaluating expressions with whole-number exponents (standard 6.EE.A.1), such as 4² or (2 + 1)³.
  • Nested grouping with brackets and braces.
  • All results stay whole numbers and non-negative.

Sample grade 6 problems with answers

Five problems from a grade 6 sheet. The first two show the full working.

  1. (12 × 3 − 17) × 72 = 931
    1. Parentheses, multiply: 12 × 3 = 36(36 − 17) × 72
    2. Parentheses: 36 − 17 = 1919 × 72
    3. Exponents: 7² = 4919 × 49
    4. Multiply: 19 × 49 = 931931
  2. 6 − 5 + (53 + 12) = 138
    1. Parentheses, exponents: 5³ = 1256 − 5 + (125 + 12)
    2. Parentheses: 125 + 12 = 1376 − 5 + 137
    3. Subtract (left to right): 6 − 5 = 11 + 137
    4. Add: 1 + 137 = 138138
  1. (43 − 9) − 17 = 38
  2. (33 ÷ 3) − 7 = 2
  3. 16 + (33 × 8) = 232

More worksheets

Questions

What does grade 6 order of operations cover?

Adds whole-number exponents to grade 5 work: squares and cubes of small numbers, and squares of a parenthesised sum.

What is the sheet code?

Each worksheet prints a short code such as P6IE-20-1ABC2D. It stores the convention, grade, options, problem count and the random seed. Type it into the Sheet code box and press Load to get the identical sheet and key again, for example to reprint for another class.

What can I do for free?

Make 3 new worksheets a day with up to 20 problems each, print them, save them as PDF or download them as HTML. Free sheets carry a small footer line, and the answer key shows every final answer plus step-by-step work for the first 3 problems. No account is needed.

How do I know the answer keys are right?

Every problem is computed with exact fractions, never rounded decimals. Before each release, tens of thousands of generated problems are checked against a second, separately written calculator that reads the printed expression, and every step in the key is checked to keep the same value.

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