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Coin Changing Number of ways to get total dynamic programming




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Название :  Coin Changing Number of ways to get total dynamic programming
Продолжительность :   6.26
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Просмотров :   177 rb


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Описание Coin Changing Number of ways to get total dynamic programming



Коментарии Coin Changing Number of ways to get total dynamic programming



JockyItch
2022_06_27
Comment from : JockyItch


jdkhamba
This is a pretty terrible explanation Too many gaps
Comment from : jdkhamba


snake3276120
Very clear People disliking it should not do programming
Comment from : snake3276120


Vignesh Kavattur
Leetcode Problem: 518
Comment from : Vignesh Kavattur


Sanjeev Singh
This is so confusing 🤣 even he doesn't know what he's doing
Comment from : Sanjeev Singh


Kushwanth Kapa
is there any recursion solution for this if it is there please put sir
Comment from : Kushwanth Kapa


Alokesh Bora
For anyone reading this comment, please try and learn how we come up with these solutions Don't mug it up like the guy in the video The solution is actually very intuitive and once you understand WHY this works, you will never forget it and will be able to solve other questions that are similar to this one
Comment from : Alokesh Bora


Nikhil Singh
Python Solution:br idegeeksforgeeksorg/PuDqeriAMY
Comment from : Nikhil Singh


Ganapati Biswas
how can we get a total of 0 in 1 way ?
Comment from : Ganapati Biswas


fake account
Thank god I skipped the whole video and just wasted 20 seconds and the time to put a comment for the greater good
Comment from : fake account


SAURABH VERMA
Let's fill this column with 0, let's fill this column with 1that tells everything about the lecture No intuition, no logic only ratttta
Comment from : SAURABH VERMA


CodeBlooded
2:12🤣🤣🤣🤣 he doesnt know why he is doing this🤣🤣
Comment from : CodeBlooded


Rishabh Ratan
this is irritating!
Comment from : Rishabh Ratan


TANMAY AGARWAL
Its just like he has mugged up all the algorithm before this video and just gulped out whole in front of camera
Comment from : TANMAY AGARWAL


Nilkin TV
He explained how the algorithm works, but he didn't explain how one can come up with such tabular solution Promotes memorization rather than analysis
Comment from : Nilkin TV


ian senior
i might be wrong but let me take a stab at it if i want to solve the very last cell which is the last row and column, i think it is saying that we know how to get 5 from the other 2 coins and that answer is 3 ways to get 5 from just the other 2 coins now we still have to add how many ways we can get to 5 using the third coin as well so we know that the last coin has a value of 3 what is the amount we need to get from the value of the coin which is 3 to the total we want which is 5 that answer is 2 we need to find out how many different ways can we make 2 using the last coin in order to reach the final total of 5 therefore we back into it by taking the total of 5 minus the value of the last coin 3 to get the amount we need which is 2 and we can see that there are 2 ways for us to make 2 so we add that 2 to the other ways we made 5 with the other coins thus the final answer is 3 ways to make 5 using the other 2 coins plus 2 ways to make 2 using all the coins brings us to the final answer of 5 ways to make 5 using all the coins the reason we don't have to find other ways is because we already solved the overlapping subproblems so they are already included in our final answer sorry if this doesnt make any sense to you, but writing this comment actually helped me understand it better, lol peace out
Comment from : ian senior


mohit singh
make more videos nice explanation
Comment from : mohit singh



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