Most recent update: Friday, April 27
We study the theoretical basis for calculus as far as we can in chapters One through Six or Seven.
Chapter 1, Real Numbers
Ch. 2, Sequences
Ch. 3, Limits and Continuity
Ch. 4, Differentiation
Ch. 5, Integration
Ch. 6, Series of Numbers
Ch. 7, Series of Functions
Recommended Problems:
1.2 #1-8
1.3 #0-9,11
1.4 #0-8
1.5 #0, 1(a), 2-6
1.6 #0-8
2.1 #0-6
2.2 #0-8
2.3 #0-10
2.4 #0-6
3.1 #0-6
3.2 #0-7
3.3 #0-7,10
3.4 #0-2,4-6
4.1 #0-6,8
4.2 #0-6
4.3 #0-11
4.4 #0-7
4.5 #0-3
5.1 #0-10
5.2 #0-3,5-11
5.3 #0-2
6.1 #0-6
6.2 #0-7
6.3 #0-4
6.4 #0-7
7.1 #1-7
7.2 #1-8
7.3 #1-5,7
7.4 #1-8
Due Wednesday, January 18: 1.2 #1,4(d),5(b),7(c),8(a); 1.3 #7,8.
Due Monday, January 23: 1.3 #2,4,6,8,10.
Due Friday, January 27: 1.4 #4(b),6,7; 1.5 #2(b,e),3(c,d),4,6
Due Monday, February 6: 2.1 #1(d),2(b),3(c),4(b),7(b); 2.2 #2(b),4(a),5,6,7
Due Friday, February 10: 2.3 #3,4,6(a),7
Due Wednesday, February 15: 2.4 #2,3(c),4; 3.1 #1(c),2(give loose explanation, not proof),3(e),5,6
Due Monday, February 20: 3.2 #1(b),5; 3.3 #1(c),2(c),4,5,7,10
Due Friday, February 24: 3.4 #0(a,d),1(a),2(a,c),4,6; 4.1 #0(b),1(c),2,4
Due Monday, March 5: 4.2 #0(a,d),3,4,5
Due Friday, March 9: 4.3 #0(a,b),4,9,11(consider using the sequential criterion for continuity)
Due Wednesday, March 21: 4.4 #0,2,4,5(a,h). Do #5 two ways, as we do in class.
Due Monday, March 26: 4.5 #1,2,3.
Due Friday, March 30: 5.1 #0,6,9.
Due Monday, April 9: 5.2 #0(a,b,d),2(a),6,7; 5.3 #1(b),2(c),4(b),5.
Due Friday, April 13: 5.4 #1(b),2(d),4(c,e),5,8.
Due Wednesday, April 17: 6.1 #1(b),2(d),3(b),4; 6.2 #1(d),2(c,d),6,7
Due Wednesday, April 25: 6.3 #1(b,d),2(c,d,g),3(c,e),4; 6.4 #0(a,b,c),1(b,c,d),3(d,e)
Grading scale: 0 - 45% F, 45 - 57% D, 57 - 69% C, 69 - 81% B, 81 - 100% A. With plus/minus grading, every 4 percent changes your grade.