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Assignment No. 02Problem Statement: Consider the following four matrices A1, A2, A3, and A4 along with their dimensions. A1 = 4*3 A2 = 3*2 A3 = 2*3 A4 = 3*5 Questions: 1. Determine the optimal multi

Assignment No. 02
Semester: Spring 2016
CS502: Fundamentals of Algorithms

Please read the following instructions carefully before submitting assignment:

It should be clear that your assignment will not get any credit (zero marks) if:
o The assignment is submitted after due date.
o The submitted assignment is other than .doc file.
o The submitted assignment does NOT open or file is corrupted.
o The assignment is copied (from other student or ditto copy from any other source).


The objective of this assignment is to:
 Learn solving Chain Matrix Multiplication Problem using Dynamic Programming approach


You are required to submit your solution through LMS as MS Word document.

For any query about the assignment, contact at CS502@vu.edu.pk

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Replies to This Discussion

Yeh just roughly bnai thi main jo ma nay post ki hqi us ma sub sahi kia hoa hai

hey aqsa is me m[1,4] ki 2nd line me m[1,2] ki value 24 krni ha 0 ni aye ga...24+30+4.2.5 = 94

Yeh aqsa nay nahi ma nay solve ki thi tub mera sir boht dard ker raha tha or kafi mistakes reh gai lakin jo ma nay word file bnqi hai us ma sari remove ker di hain

hey check it...ye final sol ha...bki is se phle full solve krna ha...ok

Mera tree same hai sub hi almost

AQSA Check this File


Nazir ap apni assignmnt me ye correct kro "minimum m[2, 4] = 60 at k = 2" or
is me"the split k values that led to a minimum m[i, j] value" me 4 5 entries me ap 1 1 ki jga 2 2 kro.... bki sb theek.. gud

I know :-)

anyone plz explain the tree and last table (minimum m[i, j] value) how we fill this table  

Follow the valie of k

ye dekh len k thk he k nai values


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