INPUT:5 847864OUTPUT:4 The computing labs want to slowly reopen! In the beginning, the university wants us to maintaincertain capacity rules.For these rules, we need to determine the number of machines in a lab. A lab with M machines cansupport M students working in the lab at the same time. On a given day, there are N studentswanting to use the computing lab where N is less than 15,000. Each student's order to use the lab is1 to N. For example, student 1 is fırst to appear in the lab. Each student i plans to use a computerfor a specific length of time d(i).At the beginning of the day, students 1 through M are in the lab working. When the first of thesestudents finishes their work, they will leave and then the next student M+1 immediately beginsworking, and so on. There are always M students working, until the end of the day, when there areless students waiting to use a computer.The computing lab is open until the last student finishes her work, at time T. The more computersavailable, obviously requires fewer total hours the lab is open, T. Each day, the university tells thecomputing lab a set maximum hours the lab can be opened, Tmax: Based on this number, thecomputing lab has to make available M computers. For the day, determine the smallest possiblenumber of computers M that the computing lab should have available, given the constraint Tmax-Solution requirements:• Use pseudocode as close to Java code (i.e. no English explanations)• BufferedReader, PrintWriter, StringTokenizer can be referred to in your pseudocode to handle thefile format. I will not be taking off points for incorrect syntax/usage of these - refer/use them toread the input file.• Hint: You can use Java's priority queue (ie don't implement a heap).• State the runtime of your algorithm:• You will be given partial points based on how: pseudocode usage, understanding of the problemshown in your code. You will receive extra credit if you have the most optimized algorithm.Upload a doc, docx, pdf, java, txt, etc so I can see your pseudocode.INPUT FILE FORMAT:The first line is N and Tmax.The next N lines are working times d(1)..d(N) for each student 1...N. Each d(i) value is an integer lessthan 1,000,000.If M=N, the show will finish in time.OUTPUT FORMAT:Return an integer which represents the smallest possible value of M such that the student workingtimes will take no more than Tmax units of time.

It is defined as a programming language and a platform. Java is a high level, robust,…

Answered: 5 8 4 7 8 6 4 OUTPUT: 4

Engineering

Computer Science

5 8 4 7 8 6 4 OUTPUT: 4

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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