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-2 2 An object is moving with a uniform acceleration a = 2m s determine the functions for: , a) Velocity v (m s 1) - given v (0) = 10m s b) Displacement s (m) - givens (0) = 5m c) Calculate the values of v and s for: i) t = 2s -1 %3D

-2 2 An object is moving with a uniform acceleration a = 2m s determine the functions for: , a) Velocity v (m s 1) - given v (0) = 10m s b) Displacement s (m) - givens (0) = 5m c) Calculate the values of v and s for: i) t = 2s -1 %3D

Physics for Scientists and Engineers
Physics for Scientists and Engineers
10th Edition
ISBN:9781337553278
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter6: Circular Motion And Other Applications Of Newton's Laws
Section: Chapter Questions
Problem 39AP: Galileo thought about whether acceleration should be defined as the rate of change of velocity over...
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full solution and explain each step please ,and do only question no. 2 

-2 = 2m s 4, 2 An object is moving with a uniform acceleration a determine the functions for: a) Velocity v (m s ) - given v (0) = 10m s b) Displacement s (m) - givens (0) = 5m c) Calculate the values of v and s for: i) t = 2s -1 %3D %3D PE Assignment Brief Unit 7 Learning Aim B - Issue 1 January 2020 E ii) t 5s %3! 3 The extension, y , of a material with an applied force, F , is given F x1 x1 0 -3 by y = e a) Calculate the work done if the force increases from 100N to 500N using: i) An analytical integration technique ii) A numerical integration technique [Note: the work done is given by the area under the curve] b) Compare the two answers c) Using a computer spreadsheet increase the number of values used for your numerical method d) Analyse any affect the size of numerical step has on the result.
Transcribed Image Text:-2 = 2m s 4, 2 An object is moving with a uniform acceleration a determine the functions for: a) Velocity v (m s ) - given v (0) = 10m s b) Displacement s (m) - givens (0) = 5m c) Calculate the values of v and s for: i) t = 2s -1 %3D %3D PE Assignment Brief Unit 7 Learning Aim B - Issue 1 January 2020 E ii) t 5s %3! 3 The extension, y , of a material with an applied force, F , is given F x1 x1 0 -3 by y = e a) Calculate the work done if the force increases from 100N to 500N using: i) An analytical integration technique ii) A numerical integration technique [Note: the work done is given by the area under the curve] b) Compare the two answers c) Using a computer spreadsheet increase the number of values used for your numerical method d) Analyse any affect the size of numerical step has on the result.
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