Prove that a=8cm ,b=15cm ,c=17cm are the sides of right angle triangle

1.	Prove that a=8cm ,b=15cm ,c=17cm are the sides of right angle triangle
Answer» ANSWER: In order for any three given LENGTHS to be the SIDES of a right angled triangle , they have to be a pythogarean triplet. pythogoras triplet is given by , 2m , m²+1 , m²-1 2m is the least value in the triplet and m²+1 the greatest. If we substitute the values, 2m = 8 m = 4 m²+1 = 16+1 =17 m²-1 = 16 - 1 = 15 this proves that they are the sides of a right angled triangle. hope it helped and pleeease mark as BRAINLIEST:)

Answer»

In order for any three given LENGTHS to be the SIDES of a right angled triangle , they have to be a pythogarean triplet.

pythogoras triplet is given by ,

2m , m²+1 , m²-1

2m is the least value in the triplet and m²+1 the greatest.

If we substitute the values,

2m = 8

m = 4

m²+1 = 16+1

=17

m²-1 = 16 - 1

= 15

this proves that they are the sides of a right angled triangle.

hope it helped and pleeease mark as BRAINLIEST:)

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Prove that a=8cm ,b=15cm ,c=17cm are the sides of right angle triangle​

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Prove that a=8cm ,b=15cm ,c=17cm are the sides of right angle triangle