Create xand y vectors to represent the following data: 10 23 20 45 30 60 40 82 50 111 60 140 70 167 80 198 90 200 100 220 1. Plot the data on an x-y plot. 2. Usc lincar interpolation to approximate the value of y when x 15, 3. Use cubic spline interpolation to approximate thc value of y when x 15. 4. Use lincar interpolation to approximate the valuc of x when y 80. 5. Usc cubic spline interpolation to approximate thec value of x when y 80. 6. Usc cubic spline interpolation to approximate yvalues for xvalues evenly spaced between 10 and 100 at intervals of 2. 7. Plot the original data on an x-y plot as data points not conneccted by a line. Also, plot the values calculated in Excrcise 6.

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
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Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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1.
Create xand y vectors to represent the following data:
10
23
20
45
30
60
40
82
50
111
60
140
70
167
80
198
90
200
100
220
1. Plot the data on an x-y plot.
2. Usc lincar interpolation to approximate the valuc of y when x= 15,
3. Use cubic splinc interpolation to approximate the value of y when x 15.
4. Use lincar interpolation to approximate the valuc of x when y= 80.
5. Usc cubic splinc interpolation to approximate the value of x when y= 80.
6. Usc cubic spline interpolation to approximate yvalucs for xvalues
cvenly spaced between 10 and 100 at intervals of 2.
7. Plot the original data on an x-y plot as data points not connected by a
line. Also, plot the values calculated in Excrcise 6.
Transcribed Image Text:1. Create xand y vectors to represent the following data: 10 23 20 45 30 60 40 82 50 111 60 140 70 167 80 198 90 200 100 220 1. Plot the data on an x-y plot. 2. Usc lincar interpolation to approximate the valuc of y when x= 15, 3. Use cubic splinc interpolation to approximate the value of y when x 15. 4. Use lincar interpolation to approximate the valuc of x when y= 80. 5. Usc cubic splinc interpolation to approximate the value of x when y= 80. 6. Usc cubic spline interpolation to approximate yvalucs for xvalues cvenly spaced between 10 and 100 at intervals of 2. 7. Plot the original data on an x-y plot as data points not connected by a line. Also, plot the values calculated in Excrcise 6.
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