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2. (a) For any real numbers a > 1 and b > 0, show that there is a unique real number a such that a

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2. (a) For any real numbers a > 1 and b > 0, show that there is a unique real number a such that a" = b. Call this real number log, b. (b) For any real number a > 1, show that the function f(x) = log. x is continuous on the interval (0, co)

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