1. A person was collecting end pieces of
Cigerettes. He was managed to collect
49
pieces. We need 7 such pieces to make new one. So how many Cigerettes he can
make? (2 marks)
2. A person moving from a place(camp)., towards East one mile, then towards North
half mile, towards West 1/4 the mile, towards South 1/8th mile and again
towards East 1/16th mile and so on. That is the distance between him and the
starting point. (3 marks)
3. 500 men were arranged in 10 rows and 50 columns. They picked the oldest person
from each row and the tallest of these persons is 'A'. They replace them in
their places and again picked tallest person from each column and the shortest
of these persons is 'B'. Assume A & B are different people. Who is the
tallest person among A & B? (5 marks)
4. The product of two nonzero numbers is 1,000,000,000. What are the
numbers ? (5 marks)
5. There is Mathematician. He met his friend and asked about his children.
His friend told in the form of a problem that he has three children. The
product of their ages is 36. The addition of their ages is the door number
of his left side house. Mathematician went and checked the door number
He told that the clues are not sufficient. He gave another clue that
is his younger daughter is clearly younger. What are their ages ? (6 marks)
6. There is a light glows in the interval of 13 sec. It glows first at one
hour 54 minutes 50 seconds and the last glow is at 3 hour 17 minute and 49
seconds. How many times is that light glow, with in these two times ?
(2 marks)
7. After spending 1/3 of money and then 1/4th of what remained and finally 1/5th
of what remained, I found that I had Rs.100/- left. How much money I had
at first ? (3 marks)
8. A Black Smith was given a chain torn into equal sections of 3 links
each and asked to fix it. How many links(minimum) would he has to open
up and reforge ? (1 mark)
pieces. We need 7 such pieces to make new one. So how many Cigerettes he can
make? (2 marks)
2. A person moving from a place(camp)., towards East one mile, then towards North
half mile, towards West 1/4 the mile, towards South 1/8th mile and again
towards East 1/16th mile and so on. That is the distance between him and the
starting point. (3 marks)
3. 500 men were arranged in 10 rows and 50 columns. They picked the oldest person
from each row and the tallest of these persons is 'A'. They replace them in
their places and again picked tallest person from each column and the shortest
of these persons is 'B'. Assume A & B are different people. Who is the
tallest person among A & B? (5 marks)
4. The product of two nonzero numbers is 1,000,000,000. What are the
numbers ? (5 marks)
5. There is Mathematician. He met his friend and asked about his children.
His friend told in the form of a problem that he has three children. The
product of their ages is 36. The addition of their ages is the door number
of his left side house. Mathematician went and checked the door number
He told that the clues are not sufficient. He gave another clue that
is his younger daughter is clearly younger. What are their ages ? (6 marks)
6. There is a light glows in the interval of 13 sec. It glows first at one
hour 54 minutes 50 seconds and the last glow is at 3 hour 17 minute and 49
seconds. How many times is that light glow, with in these two times ?
(2 marks)
7. After spending 1/3 of money and then 1/4th of what remained and finally 1/5th
of what remained, I found that I had Rs.100/- left. How much money I had
at first ? (3 marks)
8. A Black Smith was given a chain torn into equal sections of 3 links
each and asked to fix it. How many links(minimum) would he has to open
up and reforge ? (1 mark)
9. A person has to go both Northwards&Southwards in search of a job.
He decides to go by the first train he encounters.There are trains for
every 15 min both southwards and northwards.First train towards south
is at 6:00 A.M. and that towards North is at 6:10 .If the person arrives
at any random time,what is the probability that he gets into a train
towards North.
10. A person has his own coach&whenever he goes to railway station he
takes his coach.One day he was supposed to reach the railway station
at 5 O'clock.But he finished his work early and reached at 3 O'clock.
Then he rung up his residence and asked to send the coach immediately.
He came to know that the coach has left just now to tje railway station.
He thought that the coach has left just now to the railway station.He
thought that he should not waste his time and started moving towards
his residence at the speed of 3mi/hr.On the way,he gets the coach and
reaches home at 6 o'clock.How far is his residence from railway
He decides to go by the first train he encounters.There are trains for
every 15 min both southwards and northwards.First train towards south
is at 6:00 A.M. and that towards North is at 6:10 .If the person arrives
at any random time,what is the probability that he gets into a train
towards North.
10. A person has his own coach&whenever he goes to railway station he
takes his coach.One day he was supposed to reach the railway station
at 5 O'clock.But he finished his work early and reached at 3 O'clock.
Then he rung up his residence and asked to send the coach immediately.
He came to know that the coach has left just now to tje railway station.
He thought that the coach has left just now to the railway station.He
thought that he should not waste his time and started moving towards
his residence at the speed of 3mi/hr.On the way,he gets the coach and
reaches home at 6 o'clock.How far is his residence from railway
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