with detailed solution neat and clean handwriting

student no. - 2022-12192-MN-0

III. Answer the following with complete solution. 1. Consider: x + 5 if x n Determine if f (x) is continuous when x = -5,x = -2n, x = 0, x = 4, and x = 12. (5 pts) 2. Consider: 2 if x 2 Determine all the possible discontinuity of g (x) and classify each discontinuity as removable, Jump essential, or infinite essential. (7 pts) Let 2022-ABCDE-mn-0 be your student's number, refer to the power slide posted together with this exam for instructions on how to answer the following questions. 3. Find the derivative of the following:(3 pts each) a. f(x) = x+(A+B+C) X-D b. g(x) = (A+E)(x2+2x+1) (x+1) x+1 4. Use the squeeze theorem to evaluate: lim (A . B . C . D . E) + x sin (x,) ) .(4 pts)