(a) Let f: R+R be a function continuous at a ER and suppose that f(a)> 5....
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(a) Let f: R+R be a function continuous at a ER and suppose that f(a)> 5. Find a number 6>0 such that f(r) > 5 for all re B(a, 6). (b) Let a > 0. Use the formal definition of the limit of a function to prove that lim √=√a. Z- (a) Let f: R+R be a function continuous at a ER and suppose that f(a)> 5. Find a number 6>0 such that f(r) > 5 for all re B(a, 6). (b) Let a > 0. Use the formal definition of the limit of a function to prove that lim √=√a. Z-
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5 So from and we have x a xa 70 as x7a Ja AM 1JT Ja 0 as Theis lim Jx Ja by the form... View the full answer
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Consumer Behavior Buying, Having and Being
ISBN: 978-0134129938
12th Global Edition
Authors: Michael R. Solomon
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