Virtual University of Pakistan

Looking For Something at Here

Study Groups By Subject code Wise (Click Here & Join Your Subject Group)

[ Assignments Solution ] [ GDBs Solution ] [ Online Quiz ] [ Solved Papers ] [ Internship/Project Reports ] [ Handouts ] [ Video Lectures ]

[ Latest Activity In Forum ] [ Newest Discussions In Forum ] [ Most Popular Discussion ] [ Join Us On Facebook ] [ Join Us Google+ ] [ Advertise With Us ]

"View & Add Discussion In Main Forum By Categories Wise Select Any One Category"

Assignment No. 02, Semester: Spring 2013, CS502-Fundamentals of Algorithms last date 15/05/2013



Assignment No. 02, Semester: Spring 2013, CS502-Fundamentals of Algorithms     last date  15/05/2013

Lectures Covered:  7   to 15



To solve Recurrence relations using   Iteration method.


Uploading instructions:

Please view the Assignment Submission Process document provided to you by the Virtual University for uploading assignments.


  • Your assignment must be in .doc format. (Any other formats like        scan images, PDF, Zip, rar, bmp etc. will not be accepted).
  • Save your assignment with your ID (e.g. bc020200786.doc).
  • No assignment will be accepted through email.


Rules for Marking:

It should be clear that your assignment   will not get any credit if:


  •   The assignment is   submitted after due date.
  •   The submitted   assignment does not open or file is corrupted.
  •   Your assignment is   copied from internet, handouts or from any other student

      (Strict disciplinary action will be   taken in this case).

Solve the following   recurrence relation using Iteration method.


T(n)=   1             if n=1 , 4T (n/4)+ n^2

NOTE:   Submit “.doc” file only. Every student should provide his/her own work, exact   copying of the assignment (or some portion of the assignment) from the   internet or other students will lead to copy case and zero marks will be   awarded. Different softwares will be used to check plagiarism in assignments.   Do not put any query on MDB about this assignment, if you have any query   then  email at




Views: 10960

Replies to This Discussion

Please Discuss here about this assignment.Thanks

Our main purpose here discussion not just Solution

We are here with you hands in hands to facilitate your learning and do not appreciate the idea of copying or replicating solutions.

= 4T(n/4) + n + n
= 4(2T(n/8) + n/4) + n + n
= 8T(n/8) + n + n + n
= 8(2T(n/16) + n/8) + n + n + n
= 16T(n/16) + n + n + n + n
If n is a power of 2 then let n = 2k or k = log n.
T(n) = 2kT(n/(2k)) + (n + n + n + · · · + n) | {z }
k times
= 2kT(n/(2k)) + kn
= 2(logn)T(n/(2(logn))) + (log n)n
= 2(logn)T(n/n) + (log n)n
= nT(1) + n log n = n + n log n

App  ny question py thora gooor kia ,..k last py  n+n nai ha...last py n^2 ha. So insecond step what will be correct  T(n) = 4(2T(n/8) + n^2/4) + n^2  OR   T(n) = 4(2T(n/8) + (n/4)^2) + n^2.

please read carefully page no:31 from handout to solve the question

mobeen hasan thanks 

see the first four pages of the file to solve the assignment question


 BFSS gud keep it up & thanks for sharing 

Note for All Members: You don’t need to go any other site for this assignment/GDB/Online Quiz solution, Because All discussed data of our members in this discussion are going from here to other sites. You can judge this at other sites yourself. So don’t waste your precious time with different links.

BFSS sis. if you have done then just share ur answer vid me plz??


ya answer share kro koi mujhy b match krna h

mine ans is

what about your gals n guys????

how you do it


VUSTUDENTS Latest Activity

Member of The Month

1. ♥♥♥ Faisal Dar ♥♥♥

Gujranwala, Pakistan

Picture of The Day

  • Add Photos
  • View All


  • Add Videos
  • View All

Site Info

46000+ Members

+ Top Points Members

Safety Guidelines for New

About Us

+ VU Students Team

+ Become a Team Member

+ Moderators Group

Top Reputation Members

Angels Members

Intellectual Members

+ Report an Issue

+ Online Safety

+ Disclaimer

Advertise with Us

Site FAQ & Rules

Rules For Blog Post

Created By: Tariq Malik

Designed By: Amel

Chief Admin: Tariq Malik

Management: Moderators

Awards Badges List

Points Ranking System

Public Us On Google

Like Our Facebook Page

© 2014   Created by M.Tariq Malik.

Promote Us  |  Report an Issue  |  Privacy Policy  |  Terms of Service