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birnamz said:i hv done past papers frm 1993 till 09 4 times and im proud but still nervous. damn it!!!!!!!!!!!!!!
SAUD ASLAM said:Pls answer this( Q1/P2/2006)
Awhite dice and a blue dice are thrown.Each dice is unbiased and has faces 1 2 3 4 5 6 .Events A b c d are defined
A 3 is scored on white dice
B 3 is scored on the blue dice
C 3 is scord on both dice
D 4 is scored on both dice
Qs 1)
1)Name two of these events which are mutually exclusive?
2)Name two of these events which r independent?
I think the ans for 1 is C and D
and for 2 is A and B.Am i right?
aaakhtar19 said:Thnx Hamid Ali
Could any body confirm me the ans for 2008 p1 Q1
(i) Systematic
(ii) Random
(iii) Stratified Random
(iv) Stratified
Also Q9 (Vi) (b) of the same paper, also provide the reason thnx
Muhammad Talha said:Please explain this Qs:11(vi and vii) of Nov 2008/P1 and Qs:7 of Nov 2009/P2
Dudenovember p2 q3
Part (i) Yar they have asked about the particular student from the 100 students. The 100 students are chosen from 4 groups so one student can only be from one out of the four groups. So the particular student will have a probability of 1/4.
Part (ii) They say the total students frm each group are 25. And the total number of student in group D is 112. So the one particular student of group D chosen will be 25/112.
Part (iii) This is simple. Even though the group C and D have comparitively more students but their representaion is less.
Part (iv) Yar this is the simple ratio question. Take the ratios of each of the groups. Divide the number of students in group by the total and multiply by 100 (The number to be chosen)
Students in A= 88/400*100=22
Students in B= 96/400*100=24
Students in C= 104/400*100=26
Students in D= 112/400*100=28
Yar i dont have the 1999 paper since I never used the waris baig book. I prefer doing the past papers with examiner reports and marking schemes available online on sites such as xtremepapers.
You can make a new thread. Or you may ask the questions of Addmaths here. Addmaths used to be my favourite subject in Olevels. I ll try my best to help u as much as i can.![]()
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