Question

Prove the following statement, In a right
angled triangles the square of the
hipotenuse is equal to the sum of
the squares of remainning two sides.​

Answer 1

Answer:

Step-by-step explanation:Draw any three right angled triangles. Label each as angleABC with angleC as the right angle.

Measure the sides a,b and the hypotenuse c of the each triangle. Now, fill in a table by computing the lengths of the sides of  the triangles.

Right triangle      Measurements     Square of a, b       Sum            Square of c

                                 a       b       c          a             b            a+b                c

Difference

(c)square-((a)square+(b)square)

In each case (c)square-((a)square+(b)square)=0

                      (c)square=(a)square+(b)square

Hence proved