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Question:  OnMobile Placement Papers

Answer: Please use the comments section to share any OnMobile Placement Papers from your interviews and written tests.


July 07, 2005 09:04:47 #2
 Kiran   Member Since: Visitor    Total Comments: N/A 

RE: OnMobile Placement Papers
 
Placement paper from Nov 7th 2004 
 
1) There r 10 marbles each of 5 diff colors. wot is 
the min. num of marbles2 b taken out so dat at least 3 
marbles r of same color? 
 
2) U need 2 kill a dragon with 3 heads & 3 tails. u 
have a magic sword dat can cut 1 head, 2 heads, 1 
tail, or 2 tails in 1 swing. 
if 1 head is cut -> a new head grows 
if 1 tail is cut -> 2 tails grow 
if 2 tails r cut -> 1 head grows 
if 2 heads r chopped -> nothing grows. What is d min. 
num of swings 2 b made? 
 
3) Slow train runs b/w Blore & Mumbai, up as well as 
down. It starts at 10:00pm everyday & reaches 
destination by 11:30pm after 3 days. If u travel by 
Slow train, how many such trains will u encounter 
during journey? 
 
4) A num of birds, black & white, r sitting on thhe 
tele wire. There is at least 1 bir of each color, also 
whenevr 2 birds are seperated by 4 or 7 other boirds 
of any color, both birds r of same color. Wot is the 
max. num of birds dat can b seated in this fashion? 
 
5) 5 ppl, A, B, C, D, E are supposed 2 cover a certain 
distance from their car to a house. There is only 1 
umbrela dat can b shared by 2 ppl at a time. 
It takes 1min for A 2 cover the dist, B->2 min, 
C->5min, D->10min, E->15min. 
Wot is d quickest poss time 4 the entire grp 2 get 
into the house? 
 
6) Mr.X belongs 2 a grp of 8 ppl including himself. In 
d meeting, nobody shakes hands with the same person 
more than once but everyone shakes hands with at least 
1 person. 
After the meeting is over, Mr.X realizes dat all the 
other ppl in the party had shook a diff num of hands. 
How many hands did Mr.X shake? 
 
7) In a contest 3 probs, A, B, C r given 
->25 ppl of the total num of them solved at least 1 
prob each. 
->Of all the contestants who did not solve A, the num 
who solved B was twice the num who solved C. 
->num of ppl who solved only A was 1 more than num who 
solved A & atleast 1 other prob. 
->Of all stud who solved just 1 prob, half didn't 
solve A
     

 

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