Lecture-2 - Lecture-2 Q4 Answered 1 Compute the absolute error and relative error in approximations of p by p\u2217 a p = \u03c0 p\u2217 = 22\/7 b p = \u03c0 p\u2217

Lecture-2 - Lecture-2 Q4 Answered 1 Compute the...

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Lecture-2 Q4 Answered 1. Compute the absolute error and relative error in approximations of p by p . a. p = π , p = 22 / 7 b. p = π , p = 3.1416 c. p = e , p = 2.718 d. p =√2, p = 1.414 e. p = e 10, p = 22000 f. p = 10 π , p = 1400 g. p = 8!, p = 39900 h. p = 9!, p =√18 π( 9 /e) 9 Q1 Answered
Q5 (e) Exact value at least five digits 13/14=0.92857 6/7=0.85714 e=2.7182 13/14-6/7=0.92857-0.85714=0.07143 2e-5.4=2x2.7182-5.4=0.0364 (13/14-6/7)/(2e-5.4)=0.07143/0.0364=1.954

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