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Q #11
:


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Quants Question

Directions: Read the following information to answer the question.

In Nuts And Bolts factory, one machine produces only nuts at the rate of 100 nuts per minute and needs to be cleaned for 5 minutes after production of every 1000 nuts. Another machine produces only bolts at the rate of 75 bolts per minute and needs to cleaned for10 minutes after production of every 1500 bolts. If both the machines start production at the same time, what is the minimum duration required for producing 9000 pairs of nuts and bolts?

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Solution:

Machine I:

Number of nuts produced in one minute = 100

To produce 1000 nuts time required =10 min

Cleaning time for nuts =5 min

Over all time to produce 1000 nuts =15 min.

Over all time to produce 9000=138 min −5 min =133 min -----(1)

Machine II:

To produce 75 bolts time required =1min

To produce 1500 bolts time required =20 min

Cleaning time for bolts =10 min.

Effective time to produce 1500 bolts =30 min

Effective time to produce 9000 bolts =30×6−10=170 min ------ (2)

From (1) and (2)

 

Minimum time = 170 minutes


Q #12
:


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Quants Question

Directions: Read the following information to answer the question.

Ram, who is half as efficient as Krish, will take 24 days to complete a work if he worked alone. If Ram and Krish worked together, how many days will they take to complete the work?

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Solution:

Ram takes 24 days to complete the work, if he works alone.

As Krish is twice as efficient as Ram is, Krish will take half the time to complete the work when Krish works alone, i.e., in 12 days.

Ram completes  (1/24)th of the work in a day.

Krish completes (1/12)th of the work in a day.

When they work together, they will complete  1/24+1/12=1+2/24=1/8 work in a day.

Therefore, when they work together they will complete the work in 8


Q #13
:


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Quants Question

Directions: Read the following information to answer the question.

A thief, after committing a burglary, started fleeing at 12:00 noon, at a speed of 60 kmph. He was then chased by a policeman X. X started the chase 15 minutes after the thief had started, at a speed of 65 kmph. At what time did X catch the thief?

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As X started chasing the thief after 15 minutes, the thief had gained (15/60)60 = 15 km over X. the relative speed between the thief and X is 65 - 60 = 5 kmph. So, the time taken by X to catch the thief is 15/5 = 3 hours. As X had started the chase at 12.15 p.m. he caught the thief at 3.15 p.m.

Q #14
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Quants Question

A man has nine friends, four boys and five girls. In how many ways can he invite them, if there have to be exactly three girls in the invitees?

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Q #15
:


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Quants Question

What will be the sum of all the four-digit numbers that can be made with the digits 0, 1, 2 and 4?

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Consider when 4 comes at unit's place.

total number of 4 digit numbers that can be formed

4

2 2 1

= 2 × 2 = 4

Thus, the digit 4 will come at the unit's place 4 times.

Same can be said of digits 1 and 2.

sum of unit's digit column (when all possible numbers of 4 digit using 0, 1, 2 are written one below the

other)

= 4 × 4 + 4 × 2 + 4 × 1 = 28

same will be for hundred's and ten's column.

In case of 1, 2 or 4 coming in thousand's place, total number of numbers that can be formed

4

3 2 1

= 3 × 2 = 6

in thousand's column, 4 will come 6 times and so will and 2.

We can now write the sum as.

Thousand’s

4 5

6×4

6×2

6×1

Hundred’s

3 1

4×4

4×2

4×1

Ten’s

3 0

4×4

4×2

4×1

One’s

2 8

4×4

4×2

4×1

3 3 2 (note: zeros may

come in any column

any number of

times and still will

not affect the sum)

Thus the answer is 45108.