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• ### 0.2 Combinations

• #### Explain why the number of combinations is always smaller than the number of permutations.

With combinations the order does not matter. With permutations it does, which means that each different order (containing the same values) is seen as a different pair. Meaning A & B and B & A, are counted seprately as 2 different pairs.

With combinations, the order does not matter, meaning A & B and B & A is considered the same and is counted as 1.
• ### 0.3 Fundamentals of Probability

This is a preview. There are 3 more flashcards available for chapter 0.3

• #### How do you read: "if P(A) = 1 --> event ''A" will occur"

This reads as: "If the probability of some event A, is equal to 1, the event will occur"
• ### 0.4 Addition Rules of Probability

This is a preview. There are 1 more flashcards available for chapter 0.4

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• ### 0.5 Conditional Probability

This is a preview. There are 2 more flashcards available for chapter 0.5

• #### If you were born on june 15th, what is the probability that 2 of your friends have the same birthday as you?

1/365 * 1/365 = 0.0000075

1/12
• #### You draw a card from a 52 card deck. You then draw a 2nd card without replacing the first. What is the probability of getting an Ace on the first draw and a King on the second draw?

4/52 * 4/51 = 16/2652 = 4/663

Abc

(1/2)^8

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