#Combinatorics

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#Combinatorics Reel by @cuemath (verified account) - Math Puzzle | Total Paths on a Grid If you start at one corner of a grid and need to reach another point by only moving right and up, how many differ
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CU
@cuemath
Math Puzzle | Total Paths on a Grid If you start at one corner of a grid and need to reach another point by only moving right and up, how many different paths are possible? It might seem like a challenging one at first, but in this video, we use basic principles of counting, combinatorics, and logical reasoning to break it down and find the exact number of possible paths. — 📚 Learn math the right way with cuemath. Sign up for a FREE trial session (Grades K-12). 👉 Link in bio! 🔗 #maths #mathematics #education #learning #tutor #tutoring #mathpuzzle #combination #combinatorics #counting #arithmetic #grids #paths #cuemath
#Combinatorics Reel by @mathslaundry - The Impossible Ant Walk 🐜 (Math vs. Reality) This is the classic "Grid Walk" problem. On a 9x7 grid, there are exactly 11,440 unique paths from Star
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MA
@mathslaundry
The Impossible Ant Walk 🐜 (Math vs. Reality) This is the classic “Grid Walk” problem. On a 9x7 grid, there are exactly 11,440 unique paths from Start to End. But math assumes a perfect world. 🌍 Watch till the end to see what happens when reality hits. 🚧 The Challenge: If that ONE specific rod snaps and falls, how many paths are actually left? (Hint: It’s not just minus one). 👇 Drop your calculated answer in the comments! I’ll pin the correct one. #math #puzzle #combinatorics #jee #virals engineering logic brainteaser mathart satisfying twist
#Combinatorics Reel by @mathslaundry - Stop counting shapes manually! 🛑 You will get lost in the chaos. Instead, use the "Sliding Window" method. 🧠✨ Every "L-shape" lives inside a hidden
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MA
@mathslaundry
Stop counting shapes manually! 🛑 You will get lost in the chaos. Instead, use the “Sliding Window” method. 🧠✨ Every “L-shape” lives inside a hidden 2 \times 2 block. If you can count the blocks, you can solve the problem instantly. The Logic: 1️⃣ Find the total 2 \times 2 positions (7 \times 7 = 49). 2️⃣ Multiply by the 4 rotations inside each block. 3️⃣ 49 \times 4 = 196. Done. 🔥 YOUR TURN: I changed the grid at the end to a rectangle: 8 \times 7. Using the same logic... how many L-shapes fit? Drop the exact number below! 👇 #maths #Geometry #Combinatorics #MathTricks #puzzle JEE MathTeacher Probability Puzzle
#Combinatorics Reel by @quantumquesterr - The Zen of Mathematics: Why Not Being Chosen is a Choice in Itself ⚔️🔢 Have you ever felt the sting of rejection or the weight of being left behind?
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QU
@quantumquesterr
The Zen of Mathematics: Why Not Being Chosen is a Choice in Itself ⚔️🔢 Have you ever felt the sting of rejection or the weight of being left behind? This video dives into a profound mathematical truth that doubles as a powerful life lesson. In combinatorics, the formula \binom{n}{k} = \binom{n}{n-k} tells us that choosing a group of k items is mathematically identical to choosing the n-k items that are left behind. Think about it: when you aren't "chosen" for something, you are actually being selected for a different path entirely. The universe (and math!) doesn't see "leftovers"—it sees a deliberate set. This "Samurai-level" wisdom reminds us that our value isn't defined by the groups we don't join, but by the unique space we occupy when we stand alone. Whether you're a math enthusiast or just someone looking for a little perspective, remember: your position is calculated, not accidental. Stop worrying about the "k" and start embracing the "n-k. Viral Hashtags #Mathematics #Combinatorics #Philosophy #MindsetMatters #SamuraiWisdom MathPuns RejectionIsRedirection Logic STEM SelfGrowth ViralReels Motivation
#Combinatorics Reel by @mathswithisaac - These are the 2 things to know to understand Permutations and Combinations. #igcse #study #math #permutationstudy #mathtips #combination #combinator
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MA
@mathswithisaac
These are the 2 things to know to understand Permutations and Combinations. #igcse #study #math #permutationstudy #mathtips #combination #combinatorics
#Combinatorics Reel by @mathmistry__ - This question is more complicated that it seems 🫣 How would you rank it? Don't forget to comment your result and come back to check the answer video
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MA
@mathmistry__
This question is more complicated that it seems 🫣 How would you rank it? Don't forget to comment your result and come back to check the answer video tomorrow 😉 #mathtest5 #combinatorics #gremath
#Combinatorics Reel by @polya.math - An interesting combinatorial puzzle about considering object pairs that are closest to each other, and the implications that follow from just that sin
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PO
@polya.math
An interesting combinatorial puzzle about considering object pairs that are closest to each other, and the implications that follow from just that single condition. Full Video: A Puzzle about Criminals in a Room (Two Perspectives) https://www.youtube.com/watch?v=3LYCjjYkdvo&ab_channel=PolyaMath #combinatorics #maths #mathematics #graphtheory #puzzles #youtubevideos
#Combinatorics Reel by @mathvisualproofs - Cartesian Product of Two Sets Visually! n this video, we show a visualization of the Cartesian product of two (finite) sets. From this visual, we can
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MA
@mathvisualproofs
Cartesian Product of Two Sets Visually! n this video, we show a visualization of the Cartesian product of two (finite) sets. From this visual, we can immediately get the product principle, a rule often investigated in probability, statistics, and combinatorics. If you like this video, consider subscribing to the channel or consider buying me a coffee: https://www.buymeacoffee.com/VisualProofs. Thanks! #logic #settheory #cartesianproduct #cartesianproducts #setsrelationsandfunctions #sets #setconnectives #crossproduct #venndiagram #visualproof #math #manim #discretemathematics #statistics #descartes #combinatorics #productprinciple #productrule #multiplication #multiplicationprinciple To learn more about animating with manim, check out: https://manim.community
#Combinatorics Reel by @wibawamaths - There wasn't enough time to show the really cool trick in this video oops... Stay tuned for PART 2 😆 Comment 'WIN' to join my in-person HSC classes!
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WI
@wibawamaths
There wasn't enough time to show the really cool trick in this video oops... Stay tuned for PART 2 😆 Comment 'WIN' to join my in-person HSC classes! 💯 #hsc #maths #nesa #sydney #atar #nswhighschool #permutations #combinatorics
#Combinatorics Reel by @mathandcobb - Let's go over the combinatorics and probability of the birthday problem #math #probability #combinatorics
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MA
@mathandcobb
Let's go over the combinatorics and probability of the birthday problem #math #probability #combinatorics
#Combinatorics Reel by @jee.solved - 🎲 Combinatorics Hack: The "Beggar's Method" (JEE Main 2023) Integral Solutions problems are easy if you treat variables like beggars! 🤲 The Proble
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JE
@jee.solved
🎲 Combinatorics Hack: The "Beggar's Method" (JEE Main 2023) Integral Solutions problems are easy if you treat variables like beggars! 🤲 The Problem: x + y + z = 21 Constraints: x >= 1, y >= 3, z >= 4. The 3-Step Hack: 1️⃣ Pay the Debt First: Subtract the minimum requirements from the total. Total needed = 1 + 3 + 4 = 8. New Total (n) = 21 - 8 = 13. Now the problem becomes: X + Y + Z = 13 (where variables >= 0). 2️⃣ Use the Magic Formula: Formula: (n + r - 1)C(r - 1) • n = 13 (remaining coins) • r = 3 (number of variables) 3️⃣ Calculate: (13 + 3 - 1)C(3 - 1) = 15C2 = (15 * 14) / 2 = 15 * 7 = 105 ✅ The answer is 105. 💡 Pro Tip: Always subtract the sum of constraints from the RHS first. Then simply apply the formula! 💾 Save this formula for your math exam! 🚀 Follow @jee.solved for more math shortcuts! #jeemain2023 #jeemaths #combinatorics #permutationandcombination #iitjee
#Combinatorics Reel by @mcg_math - How many positive integers under 1000 do not contain the digit 3? #math #numbertheory #mathcounts #digits #satprep #maths #mathtricks #combinatorics
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MC
@mcg_math
How many positive integers under 1000 do not contain the digit 3? #math #numbertheory #mathcounts #digits #satprep #maths #mathtricks #combinatorics

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Explore Combinatorics#mathematical combinatorics paper#mathematical concepts in combinatorics#00 combinatorics formula#zero as a number in combinatorics#karola mészáros algebraic combinatorics#combinatorics puzzle visualization#level graphs combinatorics research#mathematical combinatorics explained