# Calculator For Pythagorean Theorem

 Calculation Option
 Provide a (side length), b (base) Provide a (side length), c (hypotenuse) Provide b (base), c (hypotenuse) Side Length (a) : Base (b) :

Side Length
a=
Base
b=
Hypotenuse
c=
Area
A= a = Side Length
b = Side Length
c = Hypotenuse
A = Area

### What is Pythagorean Theorem?

The Pythagorean Theorem is a statment which shows the relation between three sides of right triangle. Pythagorean Theorem states that the sum of two squared sides of right triangle is equal to squared of hypotenuse.

### What Are Calculation Option Available In Pythagorean Theorem?

Select which value you are Providing (Side Length(a) , Side Length(b) , Hypotenuse(c) , Area(A)) input value and Click on Calculate .

Pythagorean Theorem states that the area of the square whose side is the hypotenuse (the side opposite the right angle) is equal to the sum of the areas of the squares on the other two sides. It has Side Length(a),Side Length(b), Hypotenuse(c), Area(A) . Using Pythagorean Theorem we get the value of Side Length , Side Length , Hypotenuse , Area. We can get the value of Two unknown variables only if values of two variables are known . By using following formula :

Equation of Pythagorean Theorem :

a2 = b2+c2
Where
a = Side Length
b = Side Length
c = Hypotenuse

Area of RightTriangle :

A = ab/2
Where
A = Area
a = Side Length
b = Side Length

Side Length of Right Triangle :

a = (c2-b2)
Where
a = Side Length
b = Side length
c = Hypotenuse

Side Length of Right Triangle :

b = (c2-a2)
Where
b = Side Length
a = Side Length
c = Hypotenuse

### How to use Pythagorean Theorem Calculator

Step by step procedure for Pythagorean Theorem is as follows :

Step 1: Select which value you will be providing? Dropdown list has{Side Length(a) and Side Length(b) , Side Length(b) and Hypotenuse(c) , Side Length(a) and Hypotenuse(c)} etc .}

Step 2: Input appropriate value as per selected type in Step 1.

Step 3: Now click on "Compute" button to get result.

You will get Side Length(a) , Side Length(b) , Area(A), Hypotenuse(c) as per input value.