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PROBLEM SET Problems 1 Math 3310-101, Summer 2015 March 10, 2016 • Write all of your answers on separate sheets of paper. You can keep the question sheet. • You must show enough work to justify your answers. Unless otherwise instructed, give exact answers, not √ approximations (e.g., 2, not 1.414). • This problem et has 1 problems. There are 100 points total. Good luck! 100 pts. Problem 1. On separte paper, sketch the graphs of the given equations over two periods. Determine the period of the function. Label the zeros, the max’s and the min’s. Show any vertical asymptotes (I can’t stop you from looking at a calculator graph, but try it without doing that.) A. y = 3 cos(x) B. y = sin(4πx) C. y = sin(x + π/4) D. y = cos(2(x + π/6)) E. y = tan(2x) 1