Perimeter Practice

Practise finding perimeter — the total distance all the way around a shape.

Grades 3–5 · 3.MD⚡ Geometry
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How to find perimeter

Perimeter is simply the distance around the outside of a shape — add up the lengths of all its sides. The formulas are just shortcuts for that adding.

  1. Any shape: add up every side.
  2. Rectangle: 2 × (length + width) — two of each side.
  3. Square or regular polygon: number of sides × side length.

Worked examples

RectangleA 5 by 3 rectangle — perimeter = 2 × (5 + 3) = 16 units.
Regular hexagonA hexagon with side 5 — six equal sides: 6 × 5 = 30 units.
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Tips & common mistakes

Perimeter is a length, so the answer is in plain units, not square units — that’s how you tell it apart from area. For regular shapes, multiplying by the number of sides is faster than adding them one by one. Type the number.

  • Multiplying length by width — that’s area, not perimeter.
  • For a rectangle, adding length and width only once instead of doubling.
  • Missing a side when adding around an irregular shape.

Frequently asked questions

How do you find perimeter?

Add the lengths of all the sides. For a rectangle that’s 2 × (length + width); for a regular shape it’s sides × side length.

What’s the difference between area and perimeter?

Perimeter is the distance around the edge (units); area is the space inside (square units).

How do you find the perimeter of a square?

Multiply one side by 4, since all four sides are equal.

What about a regular pentagon or hexagon?

Multiply the side length by the number of sides — 5 for a pentagon, 6 for a hexagon.

What grade is perimeter?

Perimeter is introduced in grade 3 and practised through grade 5.

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