Quick Sort Part 1 (Partitioning Procedure) Design and Analysis of Algorithms

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Thank you sir for sharing your
I like your teaching

nitishnirala
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I had seen many videos previously and they made this simple algorithm look confusingly difficult. It is wonderful how easily and clearly you described. Kudos!

surajregmi
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sometimes numbers of subscribers or likes or views doesn't determine how much a is gonna helpful for u....nice you sir.

shahreyaryahya
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By seeing the likes..I thought it will not good, as I had previously watched 3 or 4 videos of this concept, and they are not so worthy.
But this is nice, nd making me Understandable.
Thanku

kavita_maheshwari
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the problem was solved right at 3:29 in the video and rest was just for the practice this how a problem should be solved or at least described thank you sir for such a easy to understand method

saketparashar
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my teacher needed 50 mins and u only 13 mins :)

Vakti
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You did made me understand which the rest of the 14 videos did not ....;

inclinedscorpio
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Thank you very much. Very good explanation.

flytoraghu
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thank you sir your giving good explanation

babitachaudhary
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after swap (A[i]A[j])you have to use j++ in algorithm section

abhishekshanu
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Sir can you please make a video on prims algorithm covering it's c program also.

ShivamPanchbhai
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it's called "pivet" (pivət/)pronunciation is wrong. over all explanation is good.

tejalchaudhari
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sir can u pls tell me why we chose the last elements as pivot???

sarojsonkusare
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It's not a good algorithm because in the case, the condition inside the for loop never occurs we return i which is -1 and we are out of the array ! I tried it and I have "segmentation falt"

laetitiamed
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What if the number is equal to the pivot

kevinv
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sir can u plzz provide the java code for quicksort by selecting last element as pivot

samss
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If 1st element was smaller than pivot...what would have happened?

Vishal-ngxb
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What will happen if first element of the array is less than pivot...i and j will be in same place...how swaping will be done

MyRocks
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blblblblblblblbl Quicksort blblblblblblb oke?

romanbutterman
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