![joanasprinkman2262](/avatars/14461.jpg)
joanasprinkman2262
07.10.2020 •
Mathematics
Pls help!! NO EXPLANATION NEEEDED! but due pretty soon xx
<333
Solved
Show answers
More tips
- F Food and Cooking Discover the most delicious spaghetti with these tips...
- P Philosophy How did the concept of module arise in computer science?...
- F Food and Cooking How to Cook Julienne? Recipes and Tips...
- H Health and Medicine At What Age Does a Person Stop Growing?...
- F Family and Home How to Choose a Name for Your Baby?...
- F Food and Cooking Discover the Health Benefits of Cedar Nuts...
- L Leisure and Entertainment Scrapbooking: What is it and Why is it Becoming More Popular?...
- L Leisure and Entertainment Carving: History and Techniques for Creating Vegetable and Fruit Decorations...
- F Food and Cooking How to Make Sushi: A Step-by-Step Guide to Perfectly Rolled Delights...
- T Travel and tourism Maldives Adventures: What is the Best Season to Visit the Luxurious Beaches?...
Answers on questions: Mathematics
- M Mathematics What would be the quickest way to find 10% of any number without a calculator? just a short answer...
- S Social Studies Why was the gemini program valuable to future space programs? the gemini program put the first person on the moon. the gemini program proved that space travel was dangerous....
- H History Why development is contextual?...
- M Mathematics While traveling to and from a certain destination, you realized increasing your speed by 30 mph saved 3 hours on your return. if the total distance of the roundtrip was 560...
Ответ:
Hello!
6 girls and 2 boys are to be seated in a row, with 4 girls seated btwn the 2 boys.
Now let us number 8 seats, starting from the left as follows:
S1, S2, S3, S4, S5, S6, S7, S8
Now the following cases arise regarding the seating arrangement of the boys -
B1 seated on S1 and B2 seated on S6 ( leaving S 2,3,4 & 5)
Now in the remaining 6 seats, 6 girls can be arranged in 6! ways = 720 ways.
On interchanging B1 and B2′s place, we get 720 more arrangement
Therefore, current total = 1440 ways
2. B1 - S2 and B2 - S7
1440 more arrangements can be formed as in previous case.
3. B1 - S3 and B2 - S8
1440 more arrangements can be formed as in previous case.
Therefore total ways to arrange the seating plan are 1440 × 3 = 4320 ways
Hope This helped you! :D