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# Problems on Numbers Questions

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In a bus left side there are 19 seats available,2 fewer seats in right side, two people can sit in a seat, last seat capacity is 5,then how many people can sit in the bus?

A73 people.

B75 people.

C77 people.

D78 people.

Explanation:

19*4+1 = (76 +1) =77 people.

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Three persons A,B,C are waiting for Train.A has to wait for sometime twice the time b has to wait.B has to wait till 4:48 and c has to wait 4:57. What is the time now?

A4:39

B4:29

C4:20

DInsufficient Data

Explanation:

Here is no explanation for this answer

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Foriegn language broadcast records last 90 Mins on each of two sides if it takes 5hrs to translate one hour of broadcast how long will it take to translate 16 full records?

A256

B26

C48

D120

ENone of these

Explanation:

Time taken to records broadcast both side = 90 min. = 1:30 hour.
For 16 full record Time need = 16 * 90 min = 1440 min = 24 hrs.
=> 24 hour for 16 full record
so To translate 16 full record = 24 * 5 = 120 hrs.

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A word processing program can shift from one width to another automatically.If a report originally filled 100 lines ,each of which 50 characters wide,how many would be filled where word processing margin set 40 character per line??
Options:

A240

B50

C80

D40

E125

Explanation:

1 line=50 char
100 line=5000 char
40 char margin set per line
so it required 5000/40=125

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A box of paper clips contains 100 clips. If an office uses paper clips at the rate of 15 per 100 pieces of outgoing mail, how many boxes will be required for the 4000 pieces of outgoing mail?

A6 boxes

B8 boxes

C4 boxes

DNone of these

Explanation:

15clips --- 100 pieces
x clips --- 4000 pieces
x = 4000/100 * 15 = 600 clips
1 box -- 100 clips
y box -- 600 clips
y = 600/100 = 6 boxes

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A University library checks out books for a 5-week period, but allows them to be renewed up to 6 times. What is the Maximum no.of Weeks the library will allow a book to be checked out?

A24

B20

C4

D5

E32

Explanation:

Library checkout is 4 week period and can be renewed 5 times.
when he is allotted the book
0-4 weeks (1st renew)
4-8 weeks (2nd renew)
8-12 weeks (3rd renew)
12-16 weeks (4th renew)
16-20 weeks (5th renew)- maximum renew
after that,
20-24 (submission)
So 24 weeks is maximum.

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In a party attended by 11 persons, each clinch their glass with every other. How many glass clinches?

A55

B45

C56

D46

Explanation:

Total no. of person = 11
Total no. of glass clinches = n(n-1)/2
=11*10/2 = 55

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If a certain computer is capable of printing 4900 monthly credit card bills per hour, while a new model is capable of printing at a rate of 6600 per hour, the old model will take approximately how much longer than the new model to print 10000 bills?

A13 min

B33 min.

C31 min.

D29 min.

Explanation:

Old model is capable of printing at a rate of 4900 per hour
New model is capable of printing at a rate of 6600 per hour
Old model time taken to print 10000 cards = 10000/4900 = 100/49
New model time taken to print 10000 cards = 10000/6600 = 100/66
Old model - new model: 100/49 - 100/66 = 1700 /(49*66) = 850/(49 * 33) = 0.525 hrs => 31 mins
Therefore, the old model will take approximately 31 mins longer than the new model to print 10000 bills

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The sum of a number and its square is 1406. What is the number?

A38

B39

C37

DNone of these

Explanation:

Lets assume the no. = x
so x+x^2=1406
by putting values from options
37+37^2
=37(37+1)
=37*38 =1406

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In this question A^B means A raised to the power of B Start with the integers from 1 to 10^2012. Replace each of them by the sum of its digits to get a string of 10^2012 numbers. Keep doing this until you get 10^2012 single digit numbers. Let m be the number of 1's and n be the number of 2's. Then m - n

A1

B2

C3

D0

Explanation:

We divide all the numbers into groups of 9. (1 to 9), (10 to 18).....
Now when we divide each term in the first group by 9, we get 1, 2, 3 ..0 as remainders. Now digit sum is nothing but finding remainder when a number is divided by 9. So the last term, 10^2012 gives remainder 1 when divided by 9. So there is one "1" extra than 2's.

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