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Week:
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Monday
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Wednesday
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Friday
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1
9/22-9/26 |
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Intro + Def, Statements, etc (§1)
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Implications; mathematical
truth;
Prop, Thms, etc (§2)
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2
9/29-10/3
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Proofs (§3)
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Proof by Contradiction (§4)
[Hwk 1 due,
§1-3]
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Contradiction (§4)
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3
10/6-10/10
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Induction (§5)*
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Induction WS
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Sets (II,§6)
[Hwk 2 due,
§3-5]
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4
10/13-10/17
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Sets Handout (§6)
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Quantifiers (§7)
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Functions (§8)
[Hwk 3 due,
§5-7]
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5
10/20-10/24
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Injections & Surjections (§9)
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Functions on Sets (9.3)
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Catch Up/ REVIEW |
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6
10/27-10/31
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REVIEW
[Hwk 4 due,
§7-9] |
MIDTERM
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Midterm Discussion
Start Counting (§10)
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7
11/3-11/7
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Counting (§10) &
Finite Sets (§11) |
Counting (§10) &
Finite Sets (§11)
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Counting (§10) &
Finite Sets (§11)**
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8
11/10-11/14
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Combinations and Permutations
(Ch 12+extra)
[Hwk
5 due,
§10-11]
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Ch 12 & Start Number systems (13)
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Number systems (13)
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9
11/17-11/21
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Infinite sets (§14) |
Cantor Hotel (§14)
[Hwk
6 due,
§12-13]
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Infinite cardinalities
(§14)
Euclidean Algorithm (§16)
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10
11/24-11/28
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Congruences (§19)
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Linear congruences (§20)
[Hwk
7 due,
§14]
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--HOLIDAY--
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11
12/1-12/5
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Fermat's Little Theorem (§24)
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Final Exam Review
[Hwk
8 due,
§19-24]
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Final Exam Review
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