Binary Search in an Array | Java | ICSE ISC Computer
ฝัง
- เผยแพร่เมื่อ 19 ก.ย. 2024
- What is Binary Search Technique ?
Binary search is an efficient algorithm for finding an item from a sorted list of items. It works by repeatedly dividing in half the portion of the list that could contain the item, until you've narrowed down the possible locations to just one.
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ha bhai bhut ahrd h
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1 hour
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Kasam se sir 15 number pakke BINARY SEARCH to aayega hi ICSE 2024 MAI 😊
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You helped me alot sir thanks sir
WAP in Java to store 20 different number in SDA Now enter a number and search whether the number is present or not wearing binary search technique if the number is present then display the measure number is present otherwise display number is not present you have to give following trans index number
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At 16:54 pos should be printed as pos +1 because pos is initialised as -1 in beginning.??? Alok bhaiya please explain....
Yes, you can print pos + 1 because indexes starts from 0
And pos taken as -1 in the beginning, to ensure if we don't get the result, pos will remain -1 and we can print element not found
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Very good..
You can share this video with your friends too, it might help them too.
nice explanation but a small suggestion is that you should have completed your example demonstration at the end of the video.
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sir doubt h ek jo ye lst m apne pos likha h woh pos + 1 hoga kya ?? apne linear search m bola tha position nikalni h toh index +1 krna h ki ?...
All the things are clear in this
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sir, if(n==a[mid]) true ho jae,
to kya
pos=indexOf(mid);
likh sakte hain kya?
mid is already an index position.
You will just write pos = mid;
@@AmplifyLearning ok sir, thank you!
EXCELLENT EXPLANATION!
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Most welcome
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Sir I have one doubt that if in question the elements of the array are not given then do we have to necessarily input it from the user or we create our own elements
Thank u very much sir I understood everything... 🙂🙂
Really a helpful and good explanation 😃😃😃
👍
In some of the article . They are using .. Mid = low +((high-low)/2)
Can anyone explainn this . Why they are using like thiss
Very goood explaination