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Question: Let
f(x) = 2∫x (1/ln t)dt for x ≥ 2
(a) Evaluate R(0) and determine if R is an even or an odd function.
(b) Is R increasing or decreasing?
(c) What can you say about concavity?
(d) Sketch a graph of R(x).
(e) Show that limx→∞(R(x)/x2) exists and find its value.
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