In how many ways can 50 cards be chosen from a standard deck of 52 cards using permutations?

Permutation of 50 is 50! or 50 49 48 47 46.... and so on. I doubt they actually want you to find out what 50 49 48... is, so I'd just put 50!

Answered by runescapememo8 | 2024-06-10

In * 26 51! ways **we can pick **50 cards **from a deck of 52 cards using permutation .
What is Permutation?
**Permutation **is **mathematical technique **to get **possibiltiy **in **arrangement **with replacement .
We can choose or pick r objects from **n objects **using **permutation **in n P r ​ ways .
n P r ​ = ( n − r )! n ! ​
n! = n*(m-1) ...... 3 2 1
We can write n! = n(n-1)!
Total **number **of **matters **or cards = **52 **
We have to pick **50 cards **using **permutation **or replacement .
The required **number **of **ways ** = 52 P 50 ​ = ( 52 − 50 )! 52 ! ​ = 2 ! 52 × 51 ! ​ = 26 × 51 !
Hence we can choose 50 cards from deck of 52 cards in 6*51! ways.
Learn more about **Permutation **here -
https://brainly.com/question/1216161
#SPJ2

Answered by varshamittal029 | 2024-06-16

The number of ways to choose 50 cards from a 52-card deck using permutations is 1326 × 50 ! . This is calculated using the permutation formula 52 P 50 ​ = 2 ! 52 ! ​ .
;

Answered by varshamittal029 | 2024-09-30