Back to Instructor's home page: http://math.boisestate.edu/~kerr
MATH 175 002 (70898) Assignment Page -- Fall 2005
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Rev5 Button Now Live
First Posted:
Wed Dec 7 17:30:36 MST 2005
Odd-Problem List Filled Out:
Mon Dec 12 18:28:15 MST 2005
Final Form:
Tue Dec 13 15:58:02 MST 2005
Check the Rev5 button for review reminders for our
final exam on Wednesday, 12/14/05.
Office Hour Tuesday Afternoon
Posted:
Tue Dec 13 14:14:45 MST 2005
4 PM - 5 PM in Kerr's office, or else near our usual
classroom, if multiple folks show up.
Assignment #31 (Due Tuesday, 12/6/05)
Posted:
Mon Dec 5 10:31:55 MST 2005
- 11.12: 4, 6, 10
- 11.12: 14, 16
Assignment #30 (Due Monday, 12/5/05)
Posted:
Sat Dec 3 17:50:14 MST 2005
Go to the Old-Tests page and find yourself a copy of
our Friday, 12/2/05, test. Work it out to hand in.
Hand it in on Monday just before the graded
in-class exams are returned.
Rev4 Button Above for Test #4, Friday, 12/2/05
First Posted:
Wed Nov 30 12:02:27 MST 2005
Final-Form and No-Calculator Update:
Thu Dec 1 20:49:07 MST 2005
The Rev4 button is now live for an evolving
list of review reminders.
There will be no with-calculator part of test #4.
Assignment #29 (Due Wednesday, 11/30/05)
Posted:
Mon Nov 28 10:31:34 MST 2005
- 10.3: 8, 10, 12 (MATH-275 problems)
- 10.3: 16, 18, 22, 24, 26
- 10.3: 34, 42, 46
- 10.3: 54
Not to hand in: I certainly recommend you look at
the odds, 15-47.
Assignment #28 (Due Friday, 11/18/05)
Posted:
Wed Nov 16 10:35:10 MST 2005
- 11.11: 12
- 10.2: 4, 8, 14
- 10.2: 30
- 10.2: 38, 42, 52
Assignment #27 (Due Wednesday, 11/16/05)
Posted:
Mon Nov 14 10:28:55 MST 2005
- 10.1: 6, 12, 14
- 10.1: 24, 26, 28
Assignment #26 (Due Monday, 11/14/05)
Posted:
Fri Nov 11 10:35:49 MST 2005
- Be fluent with the Taylor-Series facts:
- the formula for the series
- the remainder-estimation formula
- 11.10: 1, 2
- 11.10: 4, 8, 16
- 11.10: 46
- 11.11: 4, 8
Assignment #25 (Due Wednesday, 11/9/05)
Posted:
Mon Nov 7 09:53:50 MST 2005
- 11.9: 6, 8, 12, 14
- 11.9: 18, 19, 20
- 11.9: 28
- 11.9: 38 (If a series can be expressed as
the sum, or difference, of two convergent
series, then it is convergent.)
Assignment #24 (Due Monday, 11/7/05)
Posted:
Fri Nov 4 11:56:38 MST 2005
Go to the Old-Tests page and find yourself a copy of
our Friday, 11/4/05, test. Work it out to hand in.
Hand it in on Monday just before the graded
in-class exams are returned.
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