Answer questions please. Keep in mind I am a first year university student so keep it at that level of solving if possible. Thanks

Question 1 (10 points) Linear modelling Determine the equations of the following lines as specified: a) Through (1, -2) and (5, 2) b) Through (3, 2) with slope -3 c) Through (1, 2) and parallel to x - 2y = 2 d) With slope 4 crossing 2.x -3y =6 at its x-intercept e) With slope - crossing 3.x + y = 6 at its )-intercept Question 2 (10 points) Piecewise linear functions John O'Hagan is considering upgrading the Web server equipment at OHaganBooks.com because of frequent crashes. The tech services manager has been monitoring the frequency of crashes as a function of website traffic ( measured in thousands of visits per day) and has obtained the following model: 0.03 x + 2 f0 50 where c(x) is the average number of crashes in a day in which there are x thousand visitors, a) On average, how many times will the website crash on a day when there are 10,000 visits? 50,000 visits? 100,000 visits? (3 points) b) Give a contextual interpretation of the slope value 0.03. (3 points) c) Last Friday, the website went down eight times. Estimate the corresponding number of visitors. (4 points)