There is an attached file named "velocities.txt", which contains two columns of numbers, the first representing time t in seconds and the second the c-velocity in meters per second of a particle, measured once every second from time t = 0 to t = 100. Write a program to do the following 2. Read in the data and using the trapezoidal rule, calculate from them the approximate distance traveled by the particle in the x direction as a function of time. b. Extend your program to make a graph that shows, on the same plot, both the original velocity curve and the distance traveled as a function of time.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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Get the python program

0.069478
2
0.137694
3
0.204332
4
0.269083
0.331656
0.391771
7
0.449167
8
0.503598
0.554835
10
0.602670
11
0.646912
12
0.687392
13
0.723961
14
0.756491
15
0.784876
16
0.809032
17
0.828897
18
0.844428
19
0.855608
20
0.862439
21
0.864945
Transcribed Image Text:0.069478 2 0.137694 3 0.204332 4 0.269083 0.331656 0.391771 7 0.449167 8 0.503598 0.554835 10 0.602670 11 0.646912 12 0.687392 13 0.723961 14 0.756491 15 0.784876 16 0.809032 17 0.828897 18 0.844428 19 0.855608 20 0.862439 21 0.864945
There is an attached file named "velocities.txt", which contzins two columns of mumbers, the
first representing time t in seconds and the second the c-velocity in meters per second of a
particle, measured once every second from time t = 0 to t = 100.
Write a program to do the following
a. Read in the data and using the trapezoidal rule, calculate from them the approximate
distance traveled by the particle in the x direction as a function of time.
b. Extend your program to make a graph that shows, on the same plot, both the original
velocity curve and the distance traveled as a function of time.
Transcribed Image Text:There is an attached file named "velocities.txt", which contzins two columns of mumbers, the first representing time t in seconds and the second the c-velocity in meters per second of a particle, measured once every second from time t = 0 to t = 100. Write a program to do the following a. Read in the data and using the trapezoidal rule, calculate from them the approximate distance traveled by the particle in the x direction as a function of time. b. Extend your program to make a graph that shows, on the same plot, both the original velocity curve and the distance traveled as a function of time.
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