Hypotenuse calculator calculates the hypotenuse length from other known legs or angles for a right triangle.
Hypotenuse of a Triangle Calculator | 
|
| Known | |
| Leg a | |
| Leg b | |
| Angle X | ° (in Degree) | 
| Angle Y | ° (in Degree) | 
| Results | |
| Hypotenuse c | 43.01 | 
A right triangle is a triangle with one angle that is 90°, it's called a right angle. The two sides of the right angle are the leg, and the opposite side of the right angle is the hypotenuse. The hypotenuse is the longest side of a triangle, the other two sides should not be longer than it.
By known two legs, the hypotenuse is 
   
c=√(a2+b2)
To find hypotenuse by giving a leg and its opposite angle:
c= a⁄sin(X) OR
c=b⁄sin(Y)
this formula is derived from the law of sin formula
which is:
 a⁄sin(X)=b⁄sin(Y)=c⁄sin(90°)
(sin90°=1)
By known a leg and angle 
c=b/cos(X)
c=a/cos(Y)
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