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2 Jan 2022
22)??
f(-0.5), ,f(-0.9), f(-0.99) and J (r+] a value for lim ãf(x) 10 exist? s-0.9), -0.99) and (-0,909), and cor a value for r lin, ./(x) for /(x)= x2-7. Des lim evercises 13-22, use numerical and graphical evidence njecture whether the limit at x = a exists. If not, desc what is happening at x = a graphically. 14. lim x2-2x + 1 16. lim 18. lim 13. lim xâ0 x1 In x tan x tan x 19. lim sin- 20. lim 22, lim+1 21. lim In exercises 23-26, sketch properties. 23. f(-1) = 2, f(0)ã© 24. f(x) 1 for -2 f a function with the gi and lim f(x) does not e ãf(x)=3 and lim f(x)
22)??
f(-0.5), ,f(-0.9), f(-0.99) and J (r+] a value for lim ãf(x) 10 exist? s-0.9), -0.99) and (-0,909), and cor a value for r lin, ./(x) for /(x)= x2-7. Des lim evercises 13-22, use numerical and graphical evidence njecture whether the limit at x = a exists. If not, desc what is happening at x = a graphically. 14. lim x2-2x + 1 16. lim 18. lim 13. lim xâ0 x1 In x tan x tan x 19. lim sin- 20. lim 22, lim+1 21. lim In exercises 23-26, sketch properties. 23. f(-1) = 2, f(0)ã© 24. f(x) 1 for -2 f a function with the gi and lim f(x) does not e ãf(x)=3 and lim f(x)
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