(a) Calculate both one-sided limits at x = 2 where the function x + x -...

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(a) Calculate both one-sided limits at x = 2 where the function x + x - f(x) = |x2| 6 is undefined. (b) Is it possible to define at x = 2 to make f(x) continuous everywhere? Explain. Find (a) all horizontal, and (b) all vertical asymptotes of the function | 4x+3| (2x + 1) f(x) = (x216) (2x+1) (a) Calculate both one-sided limits at x = 2 where the function x + x - f(x) = |x2| 6 is undefined. (b) Is it possible to define at x = 2 to make f(x) continuous everywhere? Explain. Find (a) all horizontal, and (b) all vertical asymptotes of the function | 4x+3| (2x + 1) f(x) = (x216) (2x+1)