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hactoberfest2021's Introduction

Hacktoberfest 2021

Follow the README below to get started!

Note : This repo is excluded from the Hacktoberfest but you can still contribute and the reason is importance of DSA, yourcontribution will be for lifelong.

Table of contents

Getting Started

Before you begin, please follow my other account and contribute to projects over there.

The Process

  1. Fork this repository
  2. Run git clone [your repo url goes here]
  3. CD into your cloned repo
  4. Run git checkout -b [your branch name goes here] to create your new branch
  5. Make your edits and save
  6. Run git add .
  7. Run git commit -m 'Commit message goes here'
  8. Finally, run git push origin [your branch name goes here]
  9. Star this repo
  10. Create a new pull request from your forked repository (Click the New Pull Request button located at the top of your repo)
  11. Wait for your new PR to be reviewed and merged!

hactoberfest2021's People

Contributors

adi8080 avatar aditimahabole avatar avi-11 avatar bhavesh1129 avatar charu1115 avatar coderaman-tech avatar dpshekhawat avatar gautamabhishek1 avatar gurj4r avatar helper-uttam avatar jigyasabisht avatar mayank-cse avatar mrunmayii avatar mukulgupta2001 avatar payal-gitport avatar pravi16 avatar priyamm avatar priyanshiporwal avatar qaisarali-sulaimani avatar rahulsonone1234 avatar ramdevcm avatar ritesh-10 avatar sanxy avatar sarthak9999 avatar shrimad-mishra avatar sphinxbard avatar sumyak-jain avatar vandyyyy avatar vanshika-11 avatar vedantvalsangkar avatar

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Watchers

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hactoberfest2021's Issues

Added a Balance AVL Tree

Hello There,

I have added the c++ code for the balanced AVL tree with proper balance factor. This code take the input for the user i.e number of node and it's values .

Hope this code find you well .

Thank you
Regards

Egg Dropping Puzzle

The following is a description of the instance of this famous puzzle involving n=2 eggs and a building with k=36 floors.
Suppose that we wish to know which stories in a 36-story building are safe to drop eggs from, and which will cause the eggs to break on landing. We make a few assumptions:
…..An egg that survives a fall can be used again.
…..A broken egg must be discarded.
…..The effect of a fall is the same for all eggs.
…..If an egg breaks when dropped, then it would break if dropped from a higher floor.
…..If an egg survives a fall then it would survive a shorter fall.
…..It is not ruled out that the first-floor windows break eggs, nor is it ruled out that the 36th-floor do not cause an egg to break.
If only one egg is available and we wish to be sure of obtaining the right result, the experiment can be carried out in only one way. Drop the egg from the first-floor window; if it survives, drop it from the second-floor window. Continue upward until it breaks. In the worst case, this method may require 36 droppings. Suppose 2 eggs are available. What is the least number of egg-droppings that is guaranteed to work in all cases?

Kindly assign this issue to me...........

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