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Solve any triangle from three known sides or angles.
Area
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The Triangle Calculator solves a triangle from any three known values — three sides, two sides and an angle, or two angles and a side — returning every remaining side and angle plus the area, perimeter and height. It says which method it used and rejects impossible inputs with a reason.
Give the calculator any three values that define a triangle — three sides, two sides and an angle, or two angles and a side — and it solves for everything else: all three sides, all three angles, the area, the perimeter and the height.
It picks the right method for what you gave it and says which one it used, whether that is the law of cosines for three sides, the law of sines for an angle-side pair, Pythagoras for a right triangle or Heron's formula for the area. The triangle is classified by both sides and angles, and impossible inputs are rejected with a reason, since three sides only form a triangle if the two shorter ones exceed the longest, and three angles must total 180 degrees.
Law of cosines for three sides, law of sines for an angle-side pair, Pythagoras for a right triangle — and it tells you which it used.
The area is found from the three sides alone, with no height needed.
Scalene, isosceles or equilateral, and acute, right or obtuse, reported together.
Three sides only form a triangle if the two shorter exceed the longest, and angles must total 180 — the calculator says which rule you broke.
Sides, angles, area, perimeter and height come back in one solve rather than one value at a time.
Select the combination you have: three sides, two sides and an angle, or two angles and a side.
Fill in the three known measurements. Angles are in degrees.
Every remaining side and angle is calculated, with the area, perimeter, height and triangle type.
c squared equals a squared plus b squared minus 2ab times the cosine of C. It finds a third side from two sides and the angle between them, and reduces to Pythagoras when that angle is 90 degrees.
Each side divided by the sine of its opposite angle gives the same value. It solves triangles when you know an angle and the side opposite it, plus one more measurement.
When the two shorter sides do not exceed the longest, which is the triangle inequality, or when the angles do not sum to 180 degrees. The calculator explains which rule your input broke.
A way to find the area from the three side lengths alone, with no angle or height needed. Take the semi-perimeter s, then the area is the square root of s(s-a)(s-b)(s-c).
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