Add second year
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- #[[MA284 - Discrete Mathematics]]
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- No previous topic
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- **Next topic:** [[Principle of Inclusion-Exclusion]]
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- **Relevant Slides:** 
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-
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- What is **Combinatorics**? #card
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card-last-interval:: 4
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card-repeats:: 2
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card-ease-factor:: 2.6
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card-next-schedule:: 2022-09-17T10:51:03.296Z
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card-last-reviewed:: 2022-09-13T10:51:03.297Z
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card-last-score:: 5
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- **Combinatorics** is the mathematics of *counting*.
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-
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- ## The Additive & Multiplicative Principles
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- ### The Additive Principle
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- What is the **Additive Principle**? #card
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card-last-interval:: -1
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card-repeats:: 1
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card-ease-factor:: 2.5
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card-next-schedule:: 2022-09-13T23:00:00.000Z
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card-last-reviewed:: 2022-09-13T10:46:53.779Z
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card-last-score:: 1
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- If an event $A$ can occur $m$ ways, and event $B$ can occur $n$ (disjoint) ways, then event "$A$ **or** $B$" can occur $m + n$ ways.
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- ### The Multiplicative Principle
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- What is the **Multiplicative Principle**? #card
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card-last-interval:: 4
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card-repeats:: 1
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card-ease-factor:: 2.6
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card-next-schedule:: 2022-09-16T11:37:21.246Z
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card-last-reviewed:: 2022-09-12T11:37:21.246Z
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card-last-score:: 5
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- If event $A$ can occur $m$ ways, and each possibility allows for event $B$ to occur in $n$ (disjoint) ways, then the event "$A$ **and** $B$" can occur in $m \times n$ ways.
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-
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- ## Counting with Sets
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- What is a **set**?
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- A **set** is a collection of things.
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- The items in a set are called *elements*.
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- A set is **unordered**.
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@ -0,0 +1,45 @@
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- #[[MA284 - Discrete Mathematics]]
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- No previous topic
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- **Next topic:** [[Principle of Inclusion-Exclusion]]
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- **Relevant Slides:** 
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-
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- What is **Combinatorics**? #card
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card-last-interval:: 11.16
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card-repeats:: 3
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card-ease-factor:: 2.7
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card-next-schedule:: 2022-09-30T21:29:52.224Z
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card-last-reviewed:: 2022-09-19T18:29:52.225Z
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card-last-score:: 5
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- **Combinatorics** is the mathematics of *counting*.
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-
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- ## The Additive & Multiplicative Principles
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- ### The Additive Principle
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- What is the **Additive Principle**? #card
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card-last-interval:: 9.84
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card-repeats:: 3
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card-ease-factor:: 2.46
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card-next-schedule:: 2022-09-29T13:43:04.372Z
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card-last-reviewed:: 2022-09-19T17:43:04.373Z
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card-last-score:: 5
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- If an event $A$ can occur $m$ ways, and event $B$ can occur $n$ (disjoint) ways, then event "$A$ **or** $B$" can occur $m + n$ ways.
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- ### The Multiplicative Principle
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- What is the **Multiplicative Principle**? #card
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card-last-interval:: 4
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card-repeats:: 2
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card-ease-factor:: 2.46
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card-next-schedule:: 2022-09-22T15:18:14.874Z
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card-last-reviewed:: 2022-09-18T15:18:14.874Z
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card-last-score:: 3
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- If event $A$ can occur $m$ ways, and each possibility allows for event $B$ to occur in $n$ (disjoint) ways, then the event "$A$ **and** $B$" can occur in $m \times n$ ways.
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-
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- ## Counting with Sets
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- What is a **set**? #card
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card-last-interval:: 4
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card-repeats:: 1
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card-ease-factor:: 2.6
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card-next-schedule:: 2022-09-21T20:51:01.873Z
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card-last-reviewed:: 2022-09-17T20:51:01.875Z
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card-last-score:: 5
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- A **set** is a collection of things.
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- The items in a set are called *elements*.
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- A set is **unordered**.
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