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If f(1) = 5, must lim f(x) exist? If it does, then must lim f(x) = 5? Can we conclude anything about lim f(x)? Explain. x-1 .. If f(1) = 5, must lim f(x) exist? x-1 O A. No, because lim f(x) does not exist for x = 1. xa O B. Yes, because lim f(x)=f(a). xa O C. Yes, because f(x) is defined at 1 OD. No, because even if a function is defined at a point, the limit may not exist at that point. If lim f(x) exists, must lim f(x) = 5? x-1 X1 O A. Yes, because lim f(x) = f(a). xa OB. No, because even if a function is defined at a point, the limit may not exist at that point. OC. No, because f(x) could be a piecewise function where the limit approaching 1 from the left and the right are the same, but f(1) is defined as a different value. OD. Yes, because f(1) = 5. What can we conclude about lim f(x)? X-1 O A. lim f(x) does not exist. x-1 OB. lim f(x) exists, but we cannot find the value of the limit. X1 O C. lim f(x) = 5 x1 OD. We cannot conclude anything about lim f(x). x-1