Question: Show that for any fixed number q e (0, 1), the function f(x) = Vn is strictly decreasing on (0, 1), where n > 0

Show that for any fixed number q e (0, 1), the function f(x) = Vn is strictly decreasing on (0, 1), where n > 0 is an integer. Then show that there exist two functions g and A such that for any number 6 > 0, b(p)

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