Math, asked by Anonymous, 1 year ago

Hey. .....

Let
$x = \sqrt{2 + \sqrt{2 + \sqrt{2 + .... \infty } } }$

and

$y = \sqrt{2 \sqrt{2 \sqrt{2} .... \infty } }$

Then which of the following is right

A) 2x = y

B) 4x = 5y

C) x = y

Require full solution

___________

Thanks ....^_^

ShivamMalvi: the answer is c

Anonymous: How

ShivamMalvi: x & y can be written as sqrt(2x) because it is infinity and it is not effected by multiplying it by 2 & then sqrt ing it so x = y

Anonymous: How because x = √2+n

Anonymous: Whereas y = √2n

ShivamMalvi: adding or multiplying does not effect infinity

Anonymous: ok

ShivamMalvi: If it helps you then please mark it as brainliest

Answers

Answered by RanjanKumar14

★ Hey mate ★

here is your answer !!!

look this attachment :-

hope it helps you dear !!!

kindly arrange it

thanks !!

Attachments:

Anonymous: Thank u

Anonymous: great

Answered by Anonymous

Answer:

hope it helped u and pls mark as brainliest

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