Let x < 5, f(x) = - 1, x = 5, 5x, x > 5. Find the indicated one-sided limits of f, and determine the continuity of f at
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Let x < 5, f(x) = - 1, x = 5, 5x, x > 5. Find the indicated one-sided limits of f, and determine the continuity of f at
Let x < 5, f(x) = - 1, x = 5, 5x, x > 5. Find the indicated one-sided limits of f, and determine the continuity of f at the indicated point. You should also sketch a graph of y = f(x), including hollow and solid circles in the appropriate places. NOTE: Type DNE if a limit does not exist. lim f(x) = x 5 lim_ f(x) = x→5+ lim ƒ(x): = x→5 f(5) = Is f continuous at x = (YES/NO) = 5? -5x,
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