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stepcheck / Skills

Find-the-error worksheets by skill

stepcheck has 18 skills for grades 2 to 7. Each one plants realistic mistakes, each named after the misconception behind it, in worked solutions that your students check. Open a skill to see a sample sheet and its answer key, or go straight to the generator.

GradeSkillMistakes it plantsStandard
22-digit addition with regroupingForgot to regroup; Wrote the whole ones sum2.NBT.B.5
22-digit subtraction with regroupingSubtracted the smaller digit from the larger; Regrouped but did not take the ten away2.NBT.B.5
33-digit addition with regroupingForgot to regroup; Wrote the whole column sum3.NBT.A.2
3Rounding to the nearest 10, 100 or 1,000Looked at the wrong digit; Rounded 5 down; Cut off the digits instead of rounding3.NBT.A.1, 4.NBT.A.3
3Subtraction across zerosSubtracted the smaller digit from the larger; Left the zero as 10 after regrouping through it3.NBT.A.2, 4.NBT.B.4
42-digit by 2-digit multiplicationForgot the placeholder zero; Added the carried digit before multiplying; Multiplied only tens by tens and ones by ones4.NBT.B.5, 5.NBT.B.5
4Comparing decimalsThought more digits means a bigger number; Thought tenths always beat hundredths4.NF.C.7, 5.NBT.A.3b
4Multiplying a fraction by a whole numberMultiplied the numerator and the denominator; Multiplied the denominator instead of the numerator4.NF.B.4
5Adding decimalsLined up the last digits instead of the decimal points; Forgot to regroup across the decimal point5.NBT.B.7
5Adding fractions with unlike denominatorsAdded the numerators and the denominators; Changed the denominator but not the numerator5.NF.A.1
5Long division (zeros in the quotient, remainders)Left out the zero in the quotient; Wrote the remainder as a decimal4.NBT.B.6, 5.NBT.B.6
5Multiplying decimalsCounted the decimal places of only one factor; Multiplied the whole parts and the decimal parts separately5.NBT.B.7, 6.NS.B.3
6One-step equationsUsed the same operation instead of the inverse; Divided the wrong way round; Subtracted the coefficient instead of dividing6.EE.B.7
6Order of operationsWorked left to right, ignoring multiplication first; Added before subtracting; Read the exponent as multiplication5.OA.A.1, 6.EE.A.2c
6The distributive propertyMultiplied only the first term; Lost the sign when multiplying by a negative6.EE.A.3, 7.EE.A.1
7Adding and subtracting integersSubtracted a negative as if it were positive; Added the sizes when the signs are different; Kept the sign of the first number7.NS.A.1
7Multiplying and dividing integersSaid negative times negative is negative; Made the answer positive because there were negatives to cancel7.NS.A.2
7Two-step equationsDivided only one side's term; Used the wrong inverse operation on the constant7.EE.B.4a

Last updated 2026-10-02.

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