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A combinatorics video after a long time! This South Korean CSAT problem features one famous instance where "combinations with repetition" are used: Finding the number of non-negative integer solutions to the multivariable linear equation. Now, combinations with repetition might be unfamiliar to some of you, so in this video I provide a detailed explanation as to how this equation problem is related to combinatorics and how we can actually calculate the number of combinations with repetitions. Check More Korean CSAT Videos from: • Korean CSAT Problems Wednesday: Starting off a new video series, this time related to algebra! #KoreanCSAT #combinatorics #CombinationsWithRepetition #CSAT2020 ---------------------------------------------------------------------------------------- CORNERSTONES OF MATH features quality math problems to strengthen your math fundamentals and problem-solving ability. Problems are generally on high school level (with some deviations), spanning over topics such as algebra, discrete mathematics, calculus, geometry, statistics, trigonometry, etc. I hope that this channel provides some intellectual pleasure and make you appreciate the beauty of math itself. Please consider giving a Like to this video and Subscribing to my channel, it really means a lot for the creator like me, and you will be introduced to many more interesting math videos!