1.1 - A Simple Linear Function Suppose we have the following set of inputs (x), and output y : Can you see an algebraic relationship between the set of inputs x and the output y ? We need integer coefficients w1, w2, and w3 that would solve the equation: y=w1x1+w2x2+w3x3. Take a moment to figure out the coefficients manually using your intuition. You will use these coefficients to compare to the coefficients generated by linear regression. 1.2 - Generating a Training Set We'll see better ways to organize our training set later in this assignment, but for now our training set will be a simple list of lists for the inputs, and a list for the corresponding outputs. The partial program below creates the inputs (a list of lists with 100 items), where each item (sublist) is a a list of 3 values x3] . The values in each item are generated randomly. Exercise: Complete the program below so that it creates the list of outputs. I.e., for each sublist of 3 values, compute the corresponding output using the algebraic relationship you discovered in Section 1.1, and add it to the list of outputs.Y import random Grading - 5 marks - Correctly calculating each individual output - Adding calculated output to training output list.