Grade 5
81 skills across 14 topics. Where a skill sits is our judgement, not a standard: if the class in front of you is elsewhere, take the band that fits.
- 5-digit + 5-digit addition, no carryingNumbers 10,001–89,932; every one will come out column by column with nothing carried.Starter · Standard · Stretch
- 5-digit + 5-digit addition with carryingNumbers 10,119–99,773; every one will need a carry into the next column.Starter · Standard · Stretch
- 6-digit + 6-digit addition, no carryingNumbers 100,044–898,320; every one will come out column by column with nothing carried.Starter · Standard · Stretch
- 6-digit + 6-digit addition with carryingNumbers 101,298–997,992; every one will need a carry into the next column.Starter · Standard · Stretch
- 5-digit − 5-digit subtraction, no borrowingNumbers 10,050–99,948; every one will come out column by column with nothing carried.Starter · Standard · Stretch
- 5-digit − 5-digit subtraction with borrowingNumbers 10,246–99,822; every one will need a borrow from the column to the left.Starter · Standard · Stretch
- 6-digit − 6-digit subtraction, no borrowingNumbers 100,070–999,791; every one will come out column by column with nothing carried.Starter · Standard · Stretch
- 6-digit − 6-digit subtraction with borrowingNumbers 100,639–998,930; every one will need a borrow from the column to the left.Starter · Standard · Stretch
- Subtracting across zeros, 4 digitsNumbers 104–9,004; every one will borrow across a zero.Starter · Stretch
- 5-digit × 1-digit multiplicationNumbers 2–99,991; every one will need a carry into the next column.Starter · Standard · Stretch
- 3-digit × 2-digit multiplicationNumbers 2–995; every one will need two partial products and a shift.Starter · Standard · Stretch
- 4-digit × 2-digit multiplicationNumbers 10–9,950; every one will need two partial products and a shift.Starter · Standard · Stretch
- 5-digit ÷ 1-digit division, no remainderNumbers 2–99,600; every one will divide exactly.Starter · Standard · Stretch
- Long division: 5-digit ÷ 1-digit with remaindersNumbers 2–99,639; every one will leave a remainder.Starter · Standard · Stretch
- 3-digit ÷ 2-digit division, no remainderNumbers 10–984; every one will divide exactly.Starter · Standard · Stretch
- Long division: 3-digit ÷ 2-digit with remaindersNumbers 10–1,020; every one will leave a remainder.Starter · Standard · Stretch
- Place value in a 6-digit numberNumbers 1–998; 90% have no zero in the way.Starter · Stretch
- Rounding to the nearest 10,000Numbers 103,315–998,704; 54% round up.Starter · Standard · Stretch
- Deciding whether a number is primeNumbers 11–150; 78% are not prime.Starter · Standard · Stretch
- Divisibility testsNumbers 2–9,887; 63% divide exactly.Starter · Standard · Stretch
- Estimating a product by roundingNumbers 10–995; 52% round up to an estimate above the exact answer.Starter · Standard · Stretch
- Improper fractions to mixed numbersNumbers 2–59; every one will cross between improper and mixed form.Starter · Standard · Stretch
- Mixed numbers to improper fractionsNumbers 1–10; every one will cross between improper and mixed form.Starter · Standard · Stretch
- Adding fractions with unlike denominatorsNumbers 1–12; 25% need simplifying at the end.Starter · Standard · Stretch
- Subtracting fractions with unlike denominatorsNumbers 1–12; 25% need simplifying at the end.Starter · Standard · Stretch
- Adding mixed numbersNumbers 1–10; 31% need simplifying at the end.Starter · Standard · Stretch
- Subtracting mixed numbersNumbers 1–10; 32% need simplifying at the end.Starter · Standard · Stretch
- Multiplying two fractionsNumbers 1–12; 31% need simplifying at the end.Starter · Standard · Stretch
- A fraction divided by a whole numberNumbers 1–12; every one will have a whole number on one side.Starter · Standard · Stretch
- Writing a fraction as a decimalNumbers 1–20.Starter · Standard · Stretch
- Writing a decimal as a fractionNumbers 0.01–0.99; 68% need simplifying at the end.Starter · Standard · Stretch
- Putting fractions in orderNumbers 1–12; every one will ask for a whole list in order rather than a single value.Starter · Standard · Stretch
- The lowest common denominatorNumbers 1–12; 55% share no factor at all.Starter · Standard · Stretch
- Adding decimals, two decimal placesNumbers 1.18–99.92; every one will have the same number of decimal places.Starter · Standard · Stretch
- Subtracting decimals, two decimal placesNumbers 1–99.89; every one will have the same number of decimal places.Starter · Standard · Stretch
- Adding decimals, ragged decimal placesNumbers 1.1–99.97; every one will have a different number of decimal places on each side.Starter · Standard · Stretch
- Subtracting decimals, ragged decimal placesNumbers 1.3–99.93; every one will have a different number of decimal places on each side.Starter · Standard · Stretch
- A decimal times a whole numberNumbers 0.49–99.85; every one will have a whole number on one side.Starter · Standard · Stretch
- A decimal divided by a whole numberNumbers 1.26–891.54; every one will divide by a whole number.Starter · Standard · Stretch
- Decimals times and divided by powers of tenNumbers 1.3–1,000; every one will move digits rather than compute.Starter · Standard · Stretch
- Rounding decimals to a whole numberNumbers 0.11–9.98; 51% round up.Starter · Standard · Stretch
- Rounding a decimal to one decimal placeNumbers 0.132–9.99; 52% round down.Starter · Standard · Stretch
- Putting decimals in orderNumbers 0.01–0.99; every one will ask for a whole list in order rather than a single value.Starter · Standard · Stretch
- Place value in a decimalNumbers 1–9.974; every one will move digits rather than compute.Starter · Standard · Stretch
- Metric length to a larger unitNumbers 20–40,000; every one will convert to a larger unit.Starter · Standard · Stretch
- Metric mass to a larger unitNumbers 2,000–40,000; every one will convert to a larger unit.Starter · Standard · Stretch
- Metric volume to a larger unitNumbers 20–39,000; every one will convert to a larger unit.Starter · Standard · Stretch
- Customary length to a smaller unitNumbers 2–40; every one will convert to a smaller unit.Starter · Standard · Stretch
- Customary length to a larger unitNumbers 6–70,400; every one will convert to a larger unit.Starter · Standard · Stretch
- Customary weight to a smaller unitNumbers 2–40; every one will convert to a smaller unit.Starter · Standard · Stretch
- Customary weight to a larger unitNumbers 48–80,000; every one will convert to a larger unit.Starter · Standard · Stretch
- Customary capacity to a smaller unitNumbers 2–40; every one will convert to a smaller unit.Starter · Standard · Stretch
- Customary capacity to a larger unitNumbers 4–320; every one will convert to a larger unit.Starter · Standard · Stretch
- Time units to a larger unitNumbers 14–1,200; every one will convert to a larger unit.Starter · Standard · Stretch
- Pounds and ounces to ouncesNumbers 1–15; every one will arrive written in two units at once.Starter · Standard · Stretch
- Gallons and quarts to quartsNumbers 1–12; every one will arrive written in two units at once.Starter · Standard · Stretch
- A missing side, from the areaNumbers 3–380; every one will run the formula backwards.Starter · Standard · Stretch
- Area of a triangleNumbers 2–30.Starter · Standard · Stretch
- Area of a right triangleNumbers 2–30.Starter · Standard · Stretch
- Volume of a cuboidNumbers 2–12.Starter · Standard · Stretch
- Volume of a cubeNumbers 2–12.Starter · Standard · Stretch
- Complementary anglesNumbers 15–70.Starter · Standard · Stretch
- Supplementary anglesNumbers 15–160.Starter · Standard · Stretch
- A radius, from the diameterNumbers 4–40; every one will run the formula backwards.Starter · Standard · Stretch
- A diameter, from the radiusNumbers 2–20.Starter · Standard · Stretch
- Multiplying an amount of moneyNumbers 1.07–12.Starter · Standard · Stretch
- Working out the price of oneNumbers 2–89.7.Starter · Standard · Stretch
- Splitting a bill equallyNumbers 2–155.28.Starter · Standard · Stretch
- The 24-hour clock to the 12-hour clockNumbers 1–55; 56% fall before noon.Starter · Standard · Stretch
- The 12-hour clock to the 24-hour clockNumbers 1–55; 51% fall before noon.Starter · Standard · Stretch
- Word problems in two stepsNumbers 1–118; every one will take two steps.Starter · Standard · Stretch
- Word problems with fractionsNumbers 1–120.Starter · Standard · Stretch
- Word problems about changeNumbers 1.07–20; every one will take two steps.Starter · Standard · Stretch
- Word problems with two units in themNumbers 2–878; every one will convert to a smaller unit.Starter · Standard · Stretch
- Word problems about arrival timesNumbers 1–55; 52% cross an hour boundary.Starter · Standard · Stretch
- Word problems with decimalsNumbers 1.1–9.9; every one will take one step.Starter · Standard · Stretch