Math, asked by riyashringi, 9 months ago

the continued fraction for √2453 is​

Answers

Answered by amitnrw
20

Given : √2453

To find : continued fraction

Solution:

 √2453   = 49  + (  √2453 - 49)

√2453 - 49  =  √2453 - 49  * (√2453 + 49) / (√2453 + 49 )

=   52 /(√2453 + 49 )

= 52 / (49 + √2453)

Substitute √2453 - 49   = 52 / (49 + √2453)

 √2453   =   49  +     52 / (49 + √2453)

Substituting further √2453 = 49  +   52 / (49 + √2453)  

We will get the continue fraction

 √2453   =     49    +  52 / ( 49   +   52 / ( 49  +  52/49 + ..................)  

Learn more:

What is the square root of 16 +6√7 is - Brainly.in

https://brainly.in/question/12320248

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