(c) A third expression is due to Wallis (1656): ㅠ 2 4 4 6 6 = − ( ³² × ²³² ) × ( ; ; × ; ; ) × ( ² × +/-) 2 3 3 5 7 X... X 2i 2i X 2i 1 2i + 1 X... Write a function pi_wallis (n) which takes an integer n as input and returns an approximation of by evaluating the Wallis formlua with n brackets in the formula. (For example, pi_wallis (3) should return 2.9257142857....)

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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Chapter1: Computer Networks And The Internet
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(c) A third expression is due to Wallis (1656):
ㅠ
2 2
4
4
6 6
² = ( ² × ²3 ) × ( ² × ¦ ) × ( ÷ × ;)
2
1
3
5
5 7
X... X
2i
2i
X
2i 1 2i + 1
:)
X...
Write a function pi_wallis (n) which takes an integer n as input and returns an approximation of by
evaluating the Wallis formlua with n brackets in the formula. (For example, pi_wallis (3) should return
2.9257142857....)
Transcribed Image Text:(c) A third expression is due to Wallis (1656): ㅠ 2 2 4 4 6 6 ² = ( ² × ²3 ) × ( ² × ¦ ) × ( ÷ × ;) 2 1 3 5 5 7 X... X 2i 2i X 2i 1 2i + 1 :) X... Write a function pi_wallis (n) which takes an integer n as input and returns an approximation of by evaluating the Wallis formlua with n brackets in the formula. (For example, pi_wallis (3) should return 2.9257142857....)
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