Selected shape
Rectangle
Mathematics
Perimeter Calculator
Use this perimeter calculator to find the outside boundary length of common shapes and convert the result into metres, feet, or the selected unit.
perimetercircumferencegeometryperimeter calculatorcircumference calculatorrectangle perimeter
Calculator
Calculate instantly
P = 2(l + w)
The calculator switches formulas by shape and converts the final boundary length into common units.
- Each shape has its own perimeter rule.
- The calculation uses the dimensions visible for the selected shape.
- The selected unit result is normalized to metres and feet for comparison.
Inputs
Shape and dimensions
Choose a shape, enter its dimensions, and convert the perimeter into common length units.
Breakdown
Clear result breakdown
Review the values that explain the primary result.
Perimeter in selected unit
40 m
Perimeter in metres
40 m
Perimeter in feet
131.2336 ft
Visual comparison
Perimeter conversion
The same boundary length is shown in selected units, metres, and feet.
The same boundary length is shown in selected units, metres, and feet.
m40 m
Metres40 m
Feet131.23 ft
Practical guidance
Insights for this scenario
Perimeter is not area
Perimeter measures distance around the outside. Area measures surface coverage inside the shape.
Triangle sides are checked
A triangle must satisfy the triangle inequality before the perimeter is meaningful.
Circle perimeter is circumference
For circles, perimeter is normally called circumference and can be calculated from radius or diameter.
Step-by-step solution
Follow the calculation path from known values to final result.
- 1
Choose the correct shape formula
Each shape has its own perimeter rule.
P = 2(l + w)
- 2
Add or multiply the boundary dimensions
The calculation uses the dimensions visible for the selected shape.
40 m
- 3
Convert units
The selected unit result is normalized to metres and feet for comparison.
40 m
Formula explorer
P = 2(l + w)
The calculator switches formulas by shape and converts the final boundary length into common units.
- l(selected length unit)
- Length: Longer rectangle side.
- w(selected length unit)
- Width: Shorter rectangle side.
- r(selected length unit)
- Radius: Distance from circle centre to edge.
- n
- Number of sides: Side count for a regular polygon.
Assumptions and references
Units
- m
Assumptions
- All entered dimensions use the selected unit.
- Shapes are ideal geometric models.
- Regular polygon sides are equal in length.
Limitations
- Confusing perimeter with area.
- Using diameter in a radius formula.
- Entering triangle sides that cannot form a triangle.
- Results depend on the accuracy of the values entered.
- Rounding may make displayed values slightly different from exact intermediate calculations.
Worked examples
EasyRectangle perimeter
Known values
- Length: 12 m
- Width: 8 m
Calculation
- 1. Add length and width.
- 2. Double the sum.
- 3. 2 x (12 + 8) = 40.
Result and meaning
The perimeter is 40 m.
Learning guide
Understand the calculation
Concepts
- Perimeter is the outside boundary length.
- Circle perimeter is circumference.
- Regular polygon perimeter is number of sides times side length.
Tips
- Use the same unit for all dimensions.
- Check triangle side lengths before calculating.
- Use area calculators when you need surface coverage.
Common mistakes
- Confusing perimeter with area.
- Using diameter in the radius formula.
- Entering triangle side lengths that cannot form a triangle.
Educational notes
- The calculator switches formulas by shape, validates dimensions such as triangle side lengths, and converts the final boundary length into common units.
- Rectangle perimeter is 2(l + w).
- Circle perimeter is circumference.
- Triangle side lengths must satisfy the triangle inequality.
Glossary
- Length
- Longer rectangle side.
- Width
- Shorter rectangle side.
- Radius
- Distance from circle centre to edge.
- Number of sides
- Side count for a regular polygon.
Trust panel
Calculator quality and review
- Reviewed by
- AZCalculate mathematics education review
- Review date
- 2026-06-25
- References
- 2
- Trust score
- 94/100
- Formula verified
- Yes
- Risk level
- low
- Category
- Mathematics
- Calculator version
- 2.1
- Formula version
- 2.1
Sign in to save this calculation and access it later.
Trust note
Clear calculation guidance
This calculator follows the shown formula and is intended for everyday reference, learning, and quick checks.
Low risk contextDifficulty: easyConfidence estimate: 94/100Reviewed 2026-06-25Reviewed by: AZCalculate mathematics education reviewCalculator v2.1 / Formula v2.12 sources listed
References
Sources used for this calculator
Last checked: 2026-06-25 | Next review: 2026-12-25
Last checked: 2026-06-25 | Next review: 2026-12-25
Found something that does not look right?
We work hard to keep every calculator accurate and useful. If you notice a calculation error, missing option, or unclear explanation, please let us know so we can review and correct it promptly.
Calculator usage
Usage information loads after the calculator is ready.
FAQ
Perimeter Calculator FAQs
How does the perimeter calculator work?+
It uses Perimeter = sum of side lengths and calculates the result from the values you enter.
Can I copy or print the result?+
Yes. AZCalculate calculator pages include copy, share, and print actions.
What is perimeter?+
Perimeter is the total distance around the outside boundary of a shape.
Is perimeter the same as area?+
No. Perimeter measures boundary length, while area measures surface coverage inside the shape.
How do I calculate rectangle perimeter?+
Add length and width, then double the sum: P = 2(l + w).
How do I calculate triangle perimeter?+
Add the three side lengths: P = a + b + c. The side lengths must be able to form a valid triangle.
What is the perimeter of a circle called?+
For a circle, perimeter is usually called circumference. Use C = 2pi r from radius or C = pi d from diameter.
Can I calculate regular polygon perimeter?+
Yes. Multiply the number of sides by the side length: P = n x s.
Can I switch units?+
Yes. Enter dimensions in millimetres, centimetres, metres, kilometres, inches, feet, or yards and compare converted results.
Why is my triangle rejected?+
A valid triangle requires each pair of sides to be longer than the remaining side. This is called the triangle inequality.
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