High Definition Standard Definition
Video id : PDLPcmUVIgA
ImmersiveAmbientModecolor: #b3978b (color 2)
Video Format : 136 (720p) mp4 | h264 | 44100Hz | 1763601 bps
Audio Format: 140 (AUDIO_QUALITY_MEDIUM) m4a | aac | 44100hz | STEREO(2channels)
PokeEncryptID: 9d53690e6b27f70f314e87afcc475fa12ac910f57b9d56380ed9355cc8d7bc382a070357bd3be17a5bd8c345f7e439a8
Proxy/Companion URL : woke-proxy.
Date : 1760019475058 - unknown on Apple WebKit
Mystery text?? : UERMUGNtVVZJZ0EgaSAgbG92ICB1IHdva2UtcHJveHkucG9rZXR1YmUuZnVu
143 : true
How many ways can they sit? #permutationandcombination #permutations #combination #maths #math
Jump to Connections
1,356 Views β€’ 1 year ago β€’ Click to toggle off description
open dyslexic mode

Dive into the fascinating world of mathematics with our latest video, "Unlocking the Secrets of Permutation and Combination in Math." This video is tailored for students, educators, and anyone with a keen interest in enhancing their understanding of these essential mathematical concepts. Whether you're preparing for exams, solving daily puzzles, or just curious about the mathematical principles that govern choices and arrangements, this video offers an engaging and comprehensive guide.

Permutations and combinations are fundamental to understanding the ways in which objects can be arranged or selected, forming the basis for probability, statistics, and many real-life applications. From arranging books on a shelf to selecting the winning team in a lottery, these concepts play a crucial role in our decision-making processes.

What You'll Discover:

Clear and concise explanations of permutation and combination, including the key differences and when to use each method.
Step-by-step tutorials on solving permutation and combination problems, making complex concepts accessible to learners at all levels.
Real-life applications of these mathematical principles, showcase their relevance and importance across various fields.
Tips and tricks to easily remember formulas and solve problems more efficiently, enhancing your mathematical skills.
Why This Video is a Must-Watch:

Master the concepts of permutation and combination with ease, supported by visual examples and expert guidance.
Boost your problem-solving skills and confidence in tackling mathematical challenges.
Engage with content that bridges the gap between theoretical knowledge and practical application, making learning more relevant and fun.
Join a community of learners sharing insights, questions, and discoveries in the world of mathematics.
Don't forget to like, share, and subscribe for more insightful content on mathematics and other educational topics. Your engagement helps us create content that meets your learning needs and interests, so please leave your comments, suggestions, or questions below.

#PermutationAndCombination #MathTutorials #MathEducation #ProblemSolving #Mathematics #LearningMath #MathHelp #StudyMath #MathConcepts #MathApplications #Probability #Statistics #MathSkills #EducationalContent #MathStudents #MathTeachers #MathLovers #OnlineLearning #MathFormulas #MathTips #MathematicalPrinciples #MathVideo #EducationalVideo #MathCommunity #StudyTips #MathPuzzles
#PermutationAndCombination, #MathTutorials, #MathEducation, #ProblemSolving, #Mathematics, #LearningMath, #MathHelp, #StudyMath, #MathConcepts, #MathApplications, #Probability, #Statistics, #MathSkills, #EducationalContent, #MathStudents, #MathTeachers, #MathLovers, #OnlineLearning, #MathFormulas, #MathTips, #MathematicalPrinciples, #MathVideo, #EducationalVideo, #MathCommunity, #StudyTips
Metadata And Engagement

Views : 1,356
Genre: Science & Technology
License: Standard YouTube License

Uploaded At 1 year ago ^^
warning: returnyoutubedislikes may not be accurate, this is just an estiment ehe :3
Rating : 0 (0/0 LTDR)

0% of the users lieked the video!!
0% of the users dislieked the video!!
User score: 0.00- Overwhelmingly Negative

RYD date created : 2024-04-15T18:30:53.601507Z
See in json

Connections

9 Comments

Top Comments of this video!! :3

@paulineaceron443

3 months ago

What's the answer then??

| 0

@cooperer23

1 year ago

Based on the other comments, mine is probably really wrong. If so, someone tell me why:

With couples in ABCD order, with the male on the left side of each couple, and chairs 1-8, each person can sit on each chair in 1 way, so there are 8 permutations.
When you start rearranging the order of ABCD (think BCAD), there are 24 combinations.
When changing what side of the couple's seats the man/woman are on (think MWWW, where M and W represent the man or woman being on the left chair), there are 16 combinations.
8*16*24=3072
There are 3,072 unique permutations

1 | 1

@bentn1374

1 year ago

4! * 2^4 = 384

| 1

Go To Top