Page/Number:
4/2
6/1,9,13,20
11/4
13/1
16/1,5
18/2
Assignment 2 - Due on Thursday, 15 September
Page/Number:
19/2(iii),3
20/1-3
22-23/1,2,7
25/1
27/1,2
Bonus Let m ≥ 2 be a positive integer and let c>0. Using
Dedekind cuts as in §2.8, show that c has a unique positive
mth root, which we will denote by c1/m. Use the
uniqueness property to show that (c1/m)1/n =
c1/mn.