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The graphs of f and g are given below. (Click on a graph to enlarge it.) NY 1.0 f(z) g(x) Use the graphs to evaluate

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The graphs of f and g are given below. (Click on a graph to enlarge it.) NY 1.0 f(z) g(x) Use the graphs to evaluate each quantity below. Enter DNE if the limit does not exist. " 1. f(2) /g(2) " 2. lim [f(g(z))] 3. lim If(g(z ) )] " 4. lim If (x)9(2) 5. lim [f (x)/9(2) ] "- 6. f (3) + 9(3) 7. lim If(x)/9(z)] "- 8. lim If (x)g(z) ] " 9. lim [f(x)/9(2) ] 10. f(3)/g(3) 11. lim [f(x) + 9(x)] 12. lim [f(x) + g(x)] "- 13. f(g(2)) 14. lim [f(x)g(2) ] 15. lim [f(x) + 9(x)] 16. f(g(3)) 17. lim If(x)g(2) ] 18. lim [f(g(z))] " 19. f(2)g(2) 20. lim If(x)/9(z)] 21. lim [f (z) + 9(x)] 22. lim If(g(z))] " 23. f(3)g(3) " 24. f (2) + 9(2 )Consider f(x) = 6x2 - 7x + 15. 1. lim f(x) = 2. lim f(x) = 3. lim f(x) = 4. lim f(x) =Let f(x) be defined as follows. 9 f(x) ac ac + 5 -5 4x + 25 x > -5 Evaluate the following limits. Give an exact answer if a limit is a number. Otherwise, enter -co or co if a limit is infinite, or enter DNE if a limit does not exist in another way. a. lim f(x) = b. lim f(x) = x- -5+ c. lim f(a) = x- -5Find lim x-2+ x2 - 4 Enter I for co, -I for -co, and DNE if the limit does not exist. Answer:Evaluate lim x-7-2-7 Limit = help (limits)Evaluate Elm Enter I for 00, I for 00, and DNE if the limit does not exist. Limit = Find lim x-3- a - 3 Enter I for oo, -I for -co, and DNE if the limit does not exist. Answer:x - 9 Evaluate lim x-0 x2(2 + 6) Limit = help (limits)Consider the following function. 9:275:12 f(:n) : 1:2 7 12:13 + 35 Find the wvalues of the vertical asymptote(s) of the function. If there is more than one vertical asymptote, enter a commaseparated list. Let f(a) be defined as follows. 21 x 10 Evaluate the following limits. It may help to sketch the function. Give an exact answer if a limit is a number. Otherwise, enter -co or co if a limit is infinite, or enter DNE if a limit does not exist in another way. a. lim f(ac) = b. lim f(x) = x-+10+ c. lim f(ac) = x->10 d. lim f(x) = x->-10 e. lim f(x) = x->-10 f. lim f(ac) = x- -10

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