Question

find the length of the side of the square c such that the triangle formed by the sides of the square a b c is a right angled when the area of a square a is 144cm square and areacof square b is 256 cm square​

Answer 1

Answer:

Given, area of square A is 144cm square

Therefore side of the square A is 12cm

Given, area of square B is 256 cm square

therefore side of square B is 16 cm

let side of square C is x cm

given sides of square and B and C forms a right angled triangle

by Pythagoras theorem

12 square + 16 square = x square

=>x=20 cm

length of the side of the square C is 20 CM

Answer 2

Answer:

Step-by-step explanation:

Given, area of square A is 144cm square

Therefore side of the square A is 12cm

Given, area of square B is 256 cm square

therefore side of square B is 16 cm

let side of square C is x cm

given sides of square and B and C forms a right angled triangle

by Pythagoras theorem

12 square + 16 square = x square

=>x=20 cm

length of the side of the square C is 20 CM