Solve plz … you guys keep rejecting it saying it’s incomplete… It is complete Part 2: Error Propagation Practice-1Directions: Use error propagation to calculate theuncertainty and percent uncertainty of the dependentquantity in terms of the measured quantities shown(independent variables).Remember, givenA=A(x,y,z,...) where the measured quantities have uncertainties Sx,y,z,... thenSA =Аəx² (8x)² + ( A ) (Sy)² +(3)(8₂)² ++...1. z=mey y is the measured quantity with uncertainty☐y, m is a constant.2. P=4L+3W L & W are measured quantities withuncertainty L and W3. z=3x-5y x & y are measured quantities withuncertainty x andy4. I=A/r², r is a measured quantity with uncertainty ☐r,A is a constant.5. N=0.5rpR¹h, R & h are measured quantities with

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Part 2: Error Propagation Practice- Directions: Use error propagation to calculate the uncertainty and percent uncertainty of the dependent quantity in terms of the measured quantities shown (independent variables). Remember, given A=A(x,y,z,...) where the measured quantities have uncertainties 8x,y,z.... then SA= ДА J) (5x)² + ( 34 )* (Sy)² + ( 1 )* (²) *+ ... əx ду əz y is the measured quantity with uncertainty 1. Z=mey ☐y, m is a constant. 2. P=4L+3W uncertainty L & W are measured quantities with L and W

Part 2: Error Propagation Practice- Directions: Use error propagation to calculate the uncertainty and percent uncertainty of the dependent quantity in terms of the measured quantities shown (independent variables). Remember, given A=A(x,y,z,...) where the measured quantities have uncertainties 8x,y,z.... then SA= ДА J) (5x)² + ( 34 )* (Sy)² + ( 1 )* (²) *+ ... əx ду əz y is the measured quantity with uncertainty 1. Z=mey ☐y, m is a constant. 2. P=4L+3W uncertainty L & W are measured quantities with L and W

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter1: Units And Measurement

Section: Chapter Questions

Problem 75P: (a) A person’s blood pressure is measured to be 1202mmHg . What is its percent uncertainty? (b)...

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