Question

The two numbers of a Pythagorean triplet are 100 and 2499. Find the third number of this Pythagorean
triplet
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Answer 1

Given:-

1 number is  100

2nd number is 2499

To Find:-

Third number using Pythagorean triplet method

Note:-

Pythagorean triplet will be in form  $m^{2} -1 , 2m , m^{2}+1$

Explanation:-

⭐⭐ To find m, lets take 100 as 2m ⭐⭐

⇒ 2m = 100

⇒ m = $\frac{100}{2}$

m = 50

• We know 2nd number which is 2499

⭐⭐ lets take 2499 as  $m^{2} -1$ ⭐⭐

⇒ $m^{2} -1$ = 2499

⇒ $m^{2}$ = 2499 + 1

⇒ $m^{2}$ = 2500

⭐⭐ we know value of m, so lets put value of m in equation ⭐⭐

⇒ $50^{2} = 2500$

⇒ $2500 = 2500$

⇒ so $m^{2} -1 = 2499$

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lets find out value of $m^{2} +1$

⇒ $50^{2} +1$

⇒ 2500 + 1

⇒ 2501

So the Third number of Pythagorean Triplet is 2501

∴ 2499, 100, 2501 are Pythagorean Triplet

Hope It Helps You ✌

Answer 2

Answer:

thanks

Step-by-step explanation:

P150286 and the rest are you and I just got a little crazy in our first day and we respond quickly to our next meeting and I hope to see this one of you in a