MATH 1550 : Test Guide 1
Document Summary
Practices problems for sections 2. 2, 2. 3, 2. 5, 2. 6 2. 7 and 2. 8 instructor: dr. harhad. Some examples are given below (this is not a comprehensive list of problems). More problems may be found in the exercises of the sections we have covered in web assign assignments: for the function g whose graph is given, state the value of each quantity, if it exists. (a) lim. 2 t g t (g) ( )2g (b) lim. 2 t g t (h) g t lim. Answer: find each of the following limits or state it does not exist. (justify your answer) (a) lim x . 5 (p) lim cot x x: find lim. Dne: evaluate the following limit using limit laws f x. 0 (use the squeeze theorem: prove that. 2 x lim x e cos x (use the squeeze theorem) Answer: find the vertical and horizontal asymptotes of the curve y.
