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(x-1} (x² + 4) X-3 The partial fraction decomposition of- is (x-1)*(x² + 4) x-3 The numerator of (x-1) in the partial fraction decomposition of - (x-1)* (x² +4) is x-3 The numerator of x² +4 in the partial fraction decomposition of (x-1}(x² +4)

(x-1} (x² + 4) X-3 The partial fraction decomposition of- is (x-1)*(x² + 4) x-3 The numerator of (x-1) in the partial fraction decomposition of - (x-1)* (x² +4) is x-3 The numerator of x² +4 in the partial fraction decomposition of (x-1}(x² +4)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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cr? we have that the error in measuring r and L are ±2% and +5% respectively. 1. The formula for the error in the calculated value of s is 2. Consider the statements (decide upon the correctness of them): dr (i) Ar =+2%r; AL =±5%L; (ii) =+2%; dL =±5% dt dt 3. Consider the statements (decide upon the correctness of them): (i) The minimum error in s is 6% (ii) The maximum error in s is 14%
Transcribed Image Text:cr? we have that the error in measuring r and L are ±2% and +5% respectively. 1. The formula for the error in the calculated value of s is 2. Consider the statements (decide upon the correctness of them): dr (i) Ar =+2%r; AL =±5%L; (ii) =+2%; dL =±5% dt dt 3. Consider the statements (decide upon the correctness of them): (i) The minimum error in s is 6% (ii) The maximum error in s is 14%
x-3 (x-1} (x²+4) x-3 The partial fraction decomposition of - is (x-1) (x² +4 ) x-3 The numerator of (x-1)* in the partial fraction decomposition of - (x-1) (x² +4) is The numerator of x² +4 in the partial fraction decomposition of x-3 (x-13 (x² +4) is
Transcribed Image Text:x-3 (x-1} (x²+4) x-3 The partial fraction decomposition of - is (x-1) (x² +4 ) x-3 The numerator of (x-1)* in the partial fraction decomposition of - (x-1) (x² +4) is The numerator of x² +4 in the partial fraction decomposition of x-3 (x-13 (x² +4) is
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