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Page 1: Department of Mathematics and Statistics | Washington ...wick/teaching/math4318/math4318_hw5_soln.pdfn(logn), we need to show that lim suplanlñ < lim supl Let an an Then lim suplanF
Page 2: Department of Mathematics and Statistics | Washington ...wick/teaching/math4318/math4318_hw5_soln.pdfn(logn), we need to show that lim suplanlñ < lim supl Let an an Then lim suplanF
Page 3: Department of Mathematics and Statistics | Washington ...wick/teaching/math4318/math4318_hw5_soln.pdfn(logn), we need to show that lim suplanlñ < lim supl Let an an Then lim suplanF
Page 4: Department of Mathematics and Statistics | Washington ...wick/teaching/math4318/math4318_hw5_soln.pdfn(logn), we need to show that lim suplanlñ < lim supl Let an an Then lim suplanF

by the theorem on Page 159 of the book.

Page 5: Department of Mathematics and Statistics | Washington ...wick/teaching/math4318/math4318_hw5_soln.pdfn(logn), we need to show that lim suplanlñ < lim supl Let an an Then lim suplanF

Addional Problem 1:

Page 6: Department of Mathematics and Statistics | Washington ...wick/teaching/math4318/math4318_hw5_soln.pdfn(logn), we need to show that lim suplanlñ < lim supl Let an an Then lim suplanF

Addional Problem 2:

Page 7: Department of Mathematics and Statistics | Washington ...wick/teaching/math4318/math4318_hw5_soln.pdfn(logn), we need to show that lim suplanlñ < lim supl Let an an Then lim suplanF

Addional Problem 3: