MATH 1200 Final: Final Exam 2015
11 Jan 2019
School
Department
Course
Professor
Document Summary
Id number: ensure that all elds are clearly lled out on the rst page of the test, there are eleven pages total. Please ensure that you ll in your nal answers in the boxes provided at the right side of the page. For particular problems, 1 mark may be given instead if a small arithmetic error or omission is made. State any value of such that sec( ) = 1. For a6 - a9, consider the piecewise function: f (x) = 1 if x < 0 if 0 x < if x . Fill in the blank: suppose a function t (x) is continuous on the interval. [2, 4] and di erentiable on the interval (2, 4). Further, suppose that t (2) = 100 and. Then, rolle"s theorem concludes that there exists at least one c (2, 4) such that c (2, 4) such that. Find all vertical asymptotes of the function g(x) = x2 (x2 4)
