Carlea McAvoy demonstrates how to use the TI-36X Pro calculator to perform factorials, combinations, and permutations. She explains the significance of each function, showing how to input values and interpret results. Factorials involve multiplying a series of descending numbers, combinations determine how many ways items can be selected when order doesn't matter, and permutations calculate arrangements where order is important. The tutorial provides step-by-step instructions for using the calculator's functions effectively.

What is the primary function of the TI-36X Pro calculator as introduced in the video?

• To perform basic arithmetic operations

• To graph functions

• To calculate factorials, combinations, and permutations

• To solve algebraic equations

What is the significance of the button used for factorials, combinations, and permutations on the TI-36X Pro?

• It is used for basic arithmetic

• It is used for advanced graphing

• It is used for calculating factorials, combinations, and permutations

• It is used for statistical analysis

How is a factorial defined in the context of the video?

• The difference between two numbers

• The product of a series of numbers

• The division of a series of numbers

• The sum of a series of numbers

What is the result of 5 factorial as calculated using the TI-36X Pro?

• 24

• 60

• 120

• 150

What does a combination calculation determine?

• The number of ways to choose items where order does not matter

• The number of ways to choose items where order matters

• The order of items

• The total number of items

In the example given, how many ways can you choose 2 people from 10 using combinations?

• 35

• 55

• 20

• 45

What is the result of 11 choose 3 using combinations?

• 220

• 55

• 120

• 165

What is the result of 10 choose 2 using combinations?

• 50

• 30

• 40

• 45

In the context of the video, what does the term 'ncr' refer to?

• A method of graphing

• A type of calculator

• A permutation calculation

• A combination calculation

What is the key difference between combinations and permutations?

• Combinations consider order, permutations do not

• Permutations consider order, combinations do not

• Neither consider order

• Both consider order