Homework 4 Solutions
Math 171, Spring 2010
Henry Adams
The exercises are from Foundations of Mathematical Analysis by Richard Johnsonbaugh and W.E. Pfaffenberger.
n=1 bn
26.5. Let n=1 an and
converges
Homework 3 Solutions
Math 171, Spring 2010
Henry Adams
The exercises are from Foundations of Mathematical Analysis by Richard Johnsonbaugh and W.E. Pfaffenberger.
17.4. Let cfw_an be a sequence with
Homework 7 Solutions
Math 171, Spring 2010
Henry Adams
The exercises are from Foundations of Mathematical Analysis by Richard Johnsonbaugh and W.E. Pfaffenberger.
42.1. Prove that none of the spaces R
Homework 5 Solutions
Math 171, Spring 2010
Henry Adams
The exercises are from Foundations of Mathematical Analysis by Richard Johnsonbaugh and W.E. Pfaffenberger.
29.15. Let a1 = 1 and an = 1/2n1 for
Homework 6 Solutions
Math 171, Spring 2010
Henry Adams
The exercises are from Foundations of Mathematical Analysis by Richard Johnsonbaugh and W.E. Pfaffenberger.
38.6. Let f be a continuous function
Homework 1 Solutions
Math 171, Spring 2010
Henry Adams
The exercises are from Foundations of Mathematical Analysis by Richard Johnsonbaugh and W.E. Pfaffenberger.
2.2. Let h : X Y , g : Y Z , and f :
Homework 2 Solutions
Math 171, Spring 2010
Henry Adams
The exercises are from Foundations of Mathematical Analysis by Richard Johnsonbaugh and W.E. Pfaffenberger.
9.6. Prove that if A and B are counta
Homework 8 Solutions
Math 171, Spring 2010
Henry Adams
The exercises are from Foundations of Mathematical Analysis by Richard Johnsonbaugh and W.E. Pfaffenberger.
44.2. (a) Prove that f (x) = x is uni