Experiment 12: One- and Two-Dimensions Interpolation1.Create x and y vectors to represent the following data:102320453060408250111601407016780198902001002201. Plot the data on an x-y plot.2. Use linear interpolation to approximate the value of y when x = 15.3. Usc cubic splinc interpolation to approximate the value of ywhen x = 15.4. Use linear interpolation to approximate the value of x when y = 80.5. Usc cubic splinc interpolation to approximate the value of xwhen y = 80.6. Usc cubic spline interpolation to approximate yvalucs for xvalucscvenly 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 alinc. Also, plot the values calculated in Exercise 6.

Name: Experiment 12: One- and Two-Dimensions Interpolation1.Create x and y
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Description: Experiment 12: One- and Two-Dimensions Interpolation1.Create x and y vectors to represent the following data:102320453060408250111601407016780198902001002201. Plot the data on an x-y plot.2. Use linear interpolation to approximate the value of y whe

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1. Plot the data on an x-y plot. 2. Use lincar interpolation to approximatc the value of y when x = 15. 3. Usc cubic splinc interpolation to approximate the value of y when x= 15.

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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