MATH110 Final: Final Exam Winter 2012
Document Summary
To receive full credit, show all of your work and explain all your steps. Use the back of each page if there is insuf cient space on the facing page is not available. Scrap paper is provided for rough work; do not submit it for grading. Good luck : [9 points] evaluate each of the following limits. (a) (b) x2 5 x 5 sin( x) lim. 1 x lim x 0 (c) lim x x3 4x + 2. Page 2: [10 points] do either one of the following three problems. (a) consider the function f (with domain r) given by if x 5 } . Find the value of a r that makes f a continuous function on r. f (x) = { x2 a if x < 5. Page 3: [10 points] determine the equation of the line l that is tangent to the circle x2 + y2 = 1 at the.
