You are looking at commodities of unobtainium, the incredibly rare material that is priceless and mined on the planet Pandora (what's that reference?!?!). You write up a table: Weight, in oz, of unobtainium 2 4 5 8 Price, in billions of dollars 1 3 5 12 The executive that hired you wants you to find a quadratic function y = a+ bx + cz² where r would be the weight and y would be the price, that fits the data fairly well. That is, find the least squares solution to fit a quadratic to the data (solve the least squares for a, b, and c), so that the executive can predict prices for other values of weight. Your solution needs to include the following: (a) Set up a matrix Ax = b that models this problem. %3D (b) Use technology to fit the data to a quadratic curve. prefer excel, and use the least square matrix method correct to three decimal places. but other methods work as well. Answers must be (c) Write about the method you used.
You are looking at commodities of unobtainium, the incredibly rare material that is priceless and mined on the planet Pandora (what's that reference?!?!). You write up a table: Weight, in oz, of unobtainium 2 4 5 8 Price, in billions of dollars 1 3 5 12 The executive that hired you wants you to find a quadratic function y = a+ bx + cz² where r would be the weight and y would be the price, that fits the data fairly well. That is, find the least squares solution to fit a quadratic to the data (solve the least squares for a, b, and c), so that the executive can predict prices for other values of weight. Your solution needs to include the following: (a) Set up a matrix Ax = b that models this problem. %3D (b) Use technology to fit the data to a quadratic curve. prefer excel, and use the least square matrix method correct to three decimal places. but other methods work as well. Answers must be (c) Write about the method you used.
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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