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[5] The function g is continuous on the interval {0, 1) and takes every real value at most once on this interval. Prove that g

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[5] The function g is continuous on the interval {0, 1) and takes every real value at most once on this interval. Prove that g is monotonic. question Is f (3:) = 2:3 uniformly continuous on I = [-1, 2]? State clearly any theorem that you use. For any E > 0, nd a formula for 6 = 6(5) for which |f(a:} f(mo)|

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