# Class Notes for Computer Science at University of Toronto Scarborough (UTSC)

• 387 Results

UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 6: Sample Space, Bayes Estimator, Product Rule

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13 Oct 2015
84
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 5: Sample Space, Birthday Problem

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8 Oct 2015
73
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67 Lecture 11: Proof by Induction

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23 Nov 2015
140
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 3: Binomial Theorem

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8 Oct 2015
104
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 12: Mathematical Induction

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1 Dec 2015
114
Strong induction or complete induction: p + 1 (k holds for all. If i k then (i)p integer k are equivalent in a sense) holds too, where (k)p is dependan
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67 Lecture 4: Distributing Objects

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8 Oct 2015
82
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 7: Logica

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27 Oct 2015
105
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 10: Contraposition

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16 Nov 2015
109
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 2: Product Rule

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8 Oct 2015
101
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 8: Venn Diagram, Contraposition, Rational Number

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2 Nov 2015
86
X a x b then what do we call. Exercise: draw a venn diagram representing 3 sets a, b, and c. now shade in the region that represents when the statement
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 1: Pineapple, Graph Theory, Pepperoni

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8 Oct 2015
112
Csca67 - lecture 1 - introduction, basic counting. 8 quizzes (worth 1% each, worse quiz mark from week 1-6 and week 7-12 will be drop. ) Late submissio
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UTSCCSCA67H3Pancer/ Bretscher( G)Fall

## CSCA67H3 Lecture Notes - Lecture 9: Natural Number

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9 Nov 2015
71
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