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.1 Determine the relative error deviation and relative percentage error in R, where R = In (2) for measured values T, = 10cm, T2 = 22cm and T3 = 10cm, with T;+T2 T3 corresponding error deviations AT, = 0,15cm, AT, = 0,05cm and AT, = 0,02cm. (Calculations should be correct to 4 decimal places).

.1 Determine the relative error deviation and relative percentage error in R, where R = In (2) for measured values T, = 10cm, T2 = 22cm and T3 = 10cm, with T;+T2 T3 corresponding error deviations AT, = 0,15cm, AT, = 0,05cm and AT, = 0,02cm. (Calculations should be correct to 4 decimal places).

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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1.1 Determine the relative error deviation and relative percentage error in R, where (T+T2) R = In corresponding error deviations AT, = 0,15cm, AT, = 0,05cm and AT, = 0,02cm. for measured values T = 10cm, T, = 22cm and T3 = 10cm, with (Calculations should be correct to 4 decimal places).
Transcribed Image Text:1.1 Determine the relative error deviation and relative percentage error in R, where (T+T2) R = In corresponding error deviations AT, = 0,15cm, AT, = 0,05cm and AT, = 0,02cm. for measured values T = 10cm, T, = 22cm and T3 = 10cm, with (Calculations should be correct to 4 decimal places).
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