Placement Papers - Caritor

CARITOR PAPER - 2004
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Yunus
(9)
It is believed that they\'ve 25 set of papers. And they distribute different papers in the same examination hall.
Total 1 hr ,40 marks 5 sections, 8 questions each
1 mark for correct, -.25 for wrong
1st section
/* This section is damn ..tough, lengthy and time consuming. It is highly recommended to leave this section or set aside to last. I am quoting some part of this question so you can easily identify this section.. */
It is based on recursive function
M(a,b,c)- L(a) is if u delete 1st element from it whatever is left. N(a,b,c)-L(b) is 1st element of the list. if (a,b) &a r two lists then M(l1,l2) is ((a,b),a). X(a,l)=a
=L(a)
=M(a,l) y(a,l)=l
=L(b)
=M(l,a)
Based on this they gave 8 questions were there
2nd section
This is about arrangement of dominos
6 Dominos are given. Also a figure created using these is also shown. But the alignment of the dominos in the figure is unknown. The question is to found out the possible alignment of the dominos.
The multiple choices some what look like this
a)
3 2
Total 1 hr ,40 marks 5 sections, 8 questions each
1 mark for correct, -.25 for wrong
1st section
/* This section is damn ..tough, lengthy and time consuming. It is highly recommended to leave this section or set aside to last. I am quoting some part of this question so you can easily identify this section.. */
It is based on recursive function
M(a,b,c)- L(a) is if u delete 1st element from it whatever is left. N(a,b,c)-L(b) is 1st element of the list. if (a,b) &a r two lists then M(l1,l2) is ((a,b),a). X(a,l)=a
=L(a)
=M(a,l) y(a,l)=l
=L(b)
=M(l,a)
Based on this they gave 8 questions were there
2nd section
This is about arrangement of dominos
6 Dominos are given. Also a figure created using these is also shown. But the alignment of the dominos in the figure is unknown. The question is to found out the possible alignment of the dominos.
The multiple choices some what look like this
a)
3 2
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