Math, asked by akash525, 1 year ago

if sides of a triangle are in a ratio 3:4:5 prove that it is a right angled triangle

Answers

Answered by ashhhh1
2
Are u sure the question is right

akash525: I need a answer first
Answered by Strudel4427
0

Answer:

It is a Right angled triangle

Step-by-step explanation:

This can be solved with a neat little concept called Pythagorean triples. If the sum of the square of the 2 smaller numbers is equal to the square of the bigger number then it's a Pythagorean triple. Therefore :

let's name the sides as x

  • so, 3x² + 4x²= 5x² is the condition for it to be a right angled triangle
  • 3x²= 9x
  • 4x²= 16x
  • 5x²= 25x

so now, since 9+16= 25,

The condition is satisfied and it is ,therefore, proven to be a right angled triangle.

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