(1 point) Consider the two functions graphed below. If the limit does not exist, enter 'DNE' into the appropriate box. fckho 1.0 -5 G- a) What is lime -1 (1) f(I) lim +19 b) What is lim, + 1 f(1) 9(I) limp > 1 f(x) f(I) ? c) What is lim, + 2 (1) f(I) lime + 2 g(1) d) What is limz > 2 f(r) g(I) lim, > 2 f(I)(1 point) {1) Evaluate the limits of the numerator and denominator of the following function. Note: Do not use L'Hospital's mle, just evaluate the limits. m=hmz = zmo g{z) :sma 32+ 13 I 5) Find 35:: , reducing to the simplest fraction possible. YOUT answer should not include any negative exponents. Hz) _ 91(2) C} Using YOU! answer to part (b), evaluate the limits Of the numerator and denominator of the following. Note: DD not USE L'Hospital's nJle, just evaluate the limits. .P 3 "- m r i ) _ zmo 93(3) ::: M d] Find gut: , reducing to the simplest fraction possible. Your answer should not include an},r negative exponents. f"(2=) _ i 9" (z) m 8] Based on your answers to the above questions, can one use L'Hospital's rule to evaluate mbm #1? ? v f) Evaluate the limit using another method. ' 3: ::: 113112400 m