Similar shapes
Two shapes are similar when they have the same shape but maybe different sizes: every length of one is the same number of times the matching length of the other, and every angle is the same. Maps, plans and models are drawn to a scale, like 1 to 100. Doubling every length makes the area four times as big.
Depth 1 · Foundation
You can tell whether two shapes are similar (every length times the same number, angles unchanged), use a scale like 1 to 100 to go between a plan and the real thing, and see that doubling every length makes the area four times as big.
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- 1
Foundation
You can tell whether two shapes are similar (every length times the same number, angles unchanged), use a scale like 1 to 100 to go between a plan and the real thing, and see that doubling every length makes the area four times as big.
Your path here
What's still between you and Similar shapes, depth 1, in the order you can learn it.
- 1MeasurementDepth 1 · Foundation · Measurement
- 2UnitsDepth 1 · Foundation · Measurement
- 3LengthDepth 1 · Foundation · Measurement
- 4Points and linesDepth 1 · Foundation · Geometry
- 5AnglesDepth 1 · Foundation · Geometry
- 6PolygonsDepth 1 · Foundation · Geometry
- 7CountingDepth 1 · Foundation · Number Systems
- 8Natural numbersDepth 1 · Foundation · Number Systems
- 9ZeroDepth 1 · Foundation · Number Systems
- 10The number lineDepth 1 · Foundation · Number Systems
- 11AdditionDepth 1 · Foundation · Arithmetic
- 12MultiplicationDepth 1 · Foundation · Arithmetic
- 13Similar shapesDepth 1 · Foundation · Geometry
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