Rylan’s basketball team has 11 players. how many ways can his coach choose five starting players? ✅ Mới nhất
Kinh Nghiệm về Rylan’s basketball team has 11 players. how many ways can his coach choose five starting players? 2022
Bùi Ngọc Chi đang tìm kiếm từ khóa Rylan’s basketball team has 11 players. how many ways can his coach choose five starting players? được Cập Nhật vào lúc : 2022-10-10 12:30:51 . Với phương châm chia sẻ Bí kíp Hướng dẫn trong nội dung bài viết một cách Chi Tiết 2022. Nếu sau khi Read tài liệu vẫn ko hiểu thì hoàn toàn có thể lại Comments ở cuối bài để Ad lý giải và hướng dẫn lại nha.
Nội dung chính - Related QuestionVideo TranscriptHow many ways can his coach choose five starting players?How many ways can a basketball team of 5?
Published 10.04.2022 12:15 on the subject Math by cyrilc310
Show answers
Not the answer you need?
Find the one you need
Another question on Math
What do you want to know?
Ask a Question
All subjects
Integrated Science
Edukasyon sa Pagpapakatao
Biology
Science
Computer Science
Music
Physical Education
Art
Math
World Languages
Filipino
History
Physics
Geography
Spanish
Economics
English
Religion
Technology and trang chủ Economics
Chemistry
Health
Recommended textbook solutions
Discrete Mathematics and Its Applications7th EditionKenneth Rosen
4,285 solutions
Excursions in Modern Mathematics9th EditionPeter Tannenbaum
1,220 solutions
Discrete Mathematics with Graph Theory3rd EditionEdgar G. Goodaire, Michael M Parmenter
3,245 solutions
Excursions in Modern Mathematics7th EditionPeter Tannenbaum
590 solutions
Get the answer to your homework problem.
Try Numerade không lấy phí for 7 days
Amy B.
Algebra
4 months, 3 weeks ago
We don’t have your requested question, but here is a suggested video that might help.
Related Question
How many ways can a basketball team of 7 players be chosen from 12 players? Select one: 84 b. None of these 792 d. 3991680
Discussion
You must be signed in to discuss.
Video Transcript
So in this problem let's discuss the difference between combination and permutation. So in a combination order doesn't matter. So this means that abc is the same thing as B. A. C. Right? All that matters is they're all chosen in a permutation order. Does matter. So it differentiates different type. So A B C would not be the same thing as B C B A C. Because they're in a different order. So there are two different. So in this case, How many ways can a basketball team of seven players be chosen from? 12? Does the order matter order? Does not matter. So this is a combination. This is from 12 people I'm choosing seven. So to calculate this is always the top number factorial over the bottom number factor tutorial over 12 -7 factorial. This will be 12 and a seven factorial will kind of cancel out. So I'm left with 12 times 11 times 10 times nine times 8. Okay. In the end remember factorial? Multiplied by decreasing amounts and this would be five factorial five times four times three times two times one, five and 2 or 10. Um three and 4 or 12. So really this is just 11 times nine times eight divided by one. There's approximately 792 ways for this to happen
Numerade has step-by-step video solutions, matched directly to more than +2,000 textbooks.
Top Algebra Educators
How many ways can his coach choose five starting players?
How many different possible ways can the coach choose a team of 5 players? 12C5 = 792 ways the coach can choose a team of 5.How many ways can a basketball team of 5?
We have to find the possible number of ways the players can be listed in order in a program. Possible number of ways = n! So, the number of ways = 5! Therefore, the number of ways is 120 ways. Tải thêm tài liệu liên quan đến nội dung bài viết Rylan’s basketball team has 11 players. how many ways can his coach choose five starting players?