Podcast
Questions and Answers
What is a k-combination of a set S?
What is a k-combination of a set S?
- A set of k elements of S in a specific order
- A subset of k distinct elements of S (correct)
- A permutation of k distinct elements of S
- A combination of k non-distinct elements of S
How many combinations of two can be drawn from a set of three distinct fruits?
How many combinations of two can be drawn from a set of three distinct fruits?
- 1
- 2
- 6
- 3 (correct)
What is the number of k-combinations from a set with n elements denoted by $C(n,k)$?
What is the number of k-combinations from a set with n elements denoted by $C(n,k)$?
- $C(n,k) = \frac{n!}{k!(n-k)!}$ (correct)
- $C(n,k) = n^k$
- $C(n,k) = n + k$
- $C(n,k) = n - k$
When is the number of k-combinations zero?
When is the number of k-combinations zero?
What makes two combinations identical?
What makes two combinations identical?
What is the formula for the number of k-combinations from a set with n elements?
What is the formula for the number of k-combinations from a set with n elements?
When is the number of k-combinations zero?
When is the number of k-combinations zero?
What is a k-combination of a set S?
What is a k-combination of a set S?
How many combinations of two can be drawn from a set of three distinct fruits?
How many combinations of two can be drawn from a set of three distinct fruits?
What makes two combinations identical?
What makes two combinations identical?
Flashcards are hidden until you start studying