Crcate xand y vecctors to represent the following data: x = 15 x = 30 y= 10 2= 23 33 20 45 55 30 60 70 40 82 92 50 11ו 121 60 140 150 70 167 177 80 198 198 90 200 210 100 20 230 26 1. Plot both scts of y-z data on the same plot. Add a legend identifying which value of x applics to cach data set. 2. Usc two-dimensional lincar interpolation to approximate the valuc of z when y= 15 and x 20. 3. Use two-dimensional cubic spline interpolation to approximate the value of z when y= 15 and x= 20. 4. Usc lincar interpolation to crcate a new subtable for x = 20 and x = 25 for all the yvalucs.

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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Chapter1: Computer Networks And The Internet
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2.
Create xand y vectors to represent the following data:
yl/x-
x = 15
x = 30
y= 10
2 = 23
33
20
45
55
30
60
70
40
82
92
50
11
121
60
140
150
70
167
177
80
198
198
90
200
210
100
20
230
26
1. Plot both scts of y-z data on the same plot. Add a legend identifying
which valuc of x applics to cach data set.
2. Use two-dimensional lincar interpolation to approximate the valuc of :
when y= 15 and x 20.
3. Use two-dimensional cubic splinc interpolation to approximate the
value of z when y 15 and x = 20.
4. Usc lincar interpolation to create a new subtable for x 20 and x = 25
for all the yvalucs.
Transcribed Image Text:2. Create xand y vectors to represent the following data: yl/x- x = 15 x = 30 y= 10 2 = 23 33 20 45 55 30 60 70 40 82 92 50 11 121 60 140 150 70 167 177 80 198 198 90 200 210 100 20 230 26 1. Plot both scts of y-z data on the same plot. Add a legend identifying which valuc of x applics to cach data set. 2. Use two-dimensional lincar interpolation to approximate the valuc of : when y= 15 and x 20. 3. Use two-dimensional cubic splinc interpolation to approximate the value of z when y 15 and x = 20. 4. Usc lincar interpolation to create a new subtable for x 20 and x = 25 for all the yvalucs.
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