How it works
What perimeter means for triangles
The triangle perimeter calculadora on this page is built around one idea: walk once around the edge and add every straight segment. Unlike area, perimeter never cares about angles — only lengths. That is why you can find the perimeter of a scalene triangle without knowing any angles, as long as you have all three sides.
Three worked examples
Scalene — sides 7 cm, 10 cm, 12 cm
P = 7 + 10 + 12 = 29 cm. No special formula — just addition.
Equilateral — side 4.5 m
P = 3 × 4.5 = 13.5 m. Fencing a triangular flower bed with equal sides? Order 14 m of edging and allow 5% overlap.
Isosceles — equal sides 8 inches, base 6 inches
P = 2 × 8 + 6 = 22 inches. Convert to cm for a UK supplier: 22 × 2.54 ≈ 55.9 cm using our **length converter**.
When you only know two sides
If the triangle is right-angled and you know two sides, use the **Pythagoras calculadora** to find the third, then add. If you know SAS (two sides and the included angle), use the cosine rule to find the third side first.
- Right triangle — missing side from **Pythagoras or hypotenuse** tool.
- Any triangle — third side from cosine rule, then P = a + b + c.
Works well with
- **Triangle area** — area and perimeter together describe size.
- **Rectangle perimeter** — same “sum of sides” idea in quadrilaterals.
- **Pythagoras** — recover a missing side on right triangles.
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