Geometry
Perimeter, area, volume, angles, polygons, Pythagoras and coordinates. 42 skills, 126 sets, generated fresh every time.
- Perimeter of a rectangleNumbers 2–20.Starter · Standard · Stretch
- Perimeter of a squareNumbers 3–20; every one will are a square number.Starter · Standard · Stretch
- Area of a rectangleNumbers 2–20.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
- Area of a parallelogramNumbers 2–15.Starter · Standard · Stretch
- Area of a trapeziumNumbers 2–30.Starter · Standard · Stretch
- Circumference of a circleNumbers 2–15.Starter · Standard · Stretch
- Area of a circleNumbers 2–15.Starter · Standard · Stretch
- A radius, from the circumferenceNumbers 12.56–94.2; every one will run the formula backwards.Starter · Standard · Stretch
- Volume of a cuboidNumbers 2–12.Starter · Standard · Stretch
- Volume of a cubeNumbers 2–12.Starter · Standard · Stretch
- Volume of a cylinderNumbers 2–12.Starter · Standard · Stretch
- Volume of a triangular prismNumbers 2–24.Starter · Standard · Stretch
- Surface area of a cuboidNumbers 2–12.Starter · Standard · Stretch
- Complementary anglesNumbers 15–70.Starter · Standard · Stretch
- Supplementary anglesNumbers 15–160.Starter · Standard · Stretch
- Angles in a triangleNumbers 20–70.Starter · Standard · Stretch
- Angles in a quadrilateralNumbers 20–130.Starter · Standard · Stretch
- Vertically opposite anglesNumbers 15–160.Starter · Standard · Stretch
- Pythagoras: finding the longest sideNumbers 3–24.Starter · Standard · Stretch
- Pythagoras: finding a shorter sideNumbers 4–26.Starter · Standard · Stretch
- Distance between two pointsNumbers 1–28.Starter · Standard · Stretch
- Midpoint of two pointsNumbers 1–28.Starter · Standard · Stretch
- Perimeter of a triangleNumbers 2–33.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
- Area of a semicircleNumbers 2–15.Starter · Standard · Stretch
- Angles around a pointNumbers 3–130; every one will meet at a point, so they add to 360°.Starter · Standard · Stretch
- How far the angles of a polygon add up toNumbers 0–0; every one will depend on how many sides the shape has.Starter · Standard · Stretch
- One angle of a regular polygonNumbers 0–0; every one will use a shape whose angles are all the same.Starter · Standard · Stretch
- The turn at each corner of a polygonNumbers 0–0; every one will use a shape whose angles are all the same.Starter · Standard · Stretch
- How many sides, from the turn at a cornerNumbers 36–120; every one will use a shape whose angles are all the same.Starter · Standard · Stretch
- Surface area of a cubeNumbers 2–12.Starter · Standard · Stretch
- Surface area of a cylinderNumbers 2–12.Starter · Standard · Stretch
- Volume of a coneNumbers 2–12.Starter · Standard · Stretch
- Deciding whether a triangle has a right angleNumbers 3–28; 53% turn out to have a right angle.Starter · Standard · Stretch
- Which quadrant a point is inNumbers 1–12.Starter · Standard · Stretch
- Reflecting a point in the x-axisNumbers 1–12.Starter · Standard · Stretch
- Reflecting a point in the y-axisNumbers 1–12.Starter · Standard · Stretch
- Moving a point across and upNumbers 1–12.Starter · Standard · Stretch
The years these sit in
Our judgement about where each skill usually falls, not a standard — printed so you can disagree with it.