Answer Happy

Ewi2: Minisiatief scheduling cantit The trampene of a matrix is formed by interchanging the matrix www and comm. Thus the transpose of matrix of 6 10 2012 The weaninen of an in-house Cloud Computing continence for all cualting company are laying to minimize scheduling condicts by scheduling the most popular presentatives at different times. Find the planen varvey the im participants to determine which of the free presentation they want to attend. Then they construct a materia A in which al in entry imeans that participanti wants to attend presentation. The following table and matrix (I give information about the participation 11 !!! DO! ..!!! .. 0101 00000 . It mean mutis A-OOOOO 01 A. DO 01010 00010 !!. 8 9 10 Next the plamencakulate the trampene of A(A) and the matris product of A' X A. In the muling matris miru in the number of participants wishing to attend bath presentation and presentation. We then bove 11. 41202 A XA2 ISIS 031 2 ISIS notice that 3-Axis vymectric - for all i.), the entries below the main diagonaal (entries where i med not be calculated. If we apply for the necesary tries, the ruling matris is termed upper ripular trin The entries on the main digel represent the total participants wanting to attend presentatiei. a) Write a functie TotalPart that creates the matris A of participants preferenca, from data received from a sead fixen a file a sequence of complex of indepen, where the first couple is vach that the first member represent the number of presentation and the cand number represent the number of participants and the rest of couples are such that for cach couple the fint number represents the participant and the second therepresenta ce of the presentaties hele wants to attend this mcam a purticipant can appese reveal times in the sequence if he/she wants to attend me than one presentata For example, the file containing the quam 34 1234143124 will produce 0 1 Given amaitrisT with rows and columns and a matrix Swih prom and columns, if the product T x Sis equal to Cthe C, ET Swami - 0,1...... and ; -0,1...4-1. Given the matrix of preences A write the function Computer that competes A' x A and exit in another matrix C, and display how many participants wish to attend cach conference c) Write a functie AvoidadSchedule that we aryument the maini A of preferences, fince the three largest numbers in the entries are the main diagonal of A' x A. and displays on the stem up to the pain of presentation that the conference cemite seldarcheduling at the same time. You will display fewer than the pain iftar me) of the three largest member in l. (d) Provide a driver program that prompts the winnie the name scheduling. Ext) the file containing the attendance to presentation que a described in (a), and displays the pain of presentation to be vided