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Can you solve this puzzle for a STEEM prize? by pandasquad

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· @pandasquad ·
$2.74
Can you solve this puzzle for a STEEM prize?
A large fresh water reservoir has two types of drainage system: small pipes and large pipes.

6 large pipes, on their own, can drain the reservoir in 12 hours.

3 large pipes and 9 small pipes, at the same time, can drain the reservoir in 8 hours.

How long will 3 small pipes take to drain the reservoir?

![image.png](https://res.cloudinary.com/hpiynhbhq/image/upload/v1520336930/fecbbpmztepdxa0pmv2t.png)
[Source](https://en.wikipedia.org/wiki/Kowloon_Group_of_Reservoirs)


There is a grand prize of 0.005 STEEM for the winner and three 0.001 STEEM runner up prizes.

The winner is the first correct answer. After 7 days the runners up will be randomly selected. I will use a random number generator and assign numbers to all correct answers and the three chosen will win (It's a small prize but mainly just for fun). After 7 days I post an answer/identify the correct answer and pay out the rewards.

Please optionally upvote if you like this post or give an answer, have fun!
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vote details (57)
@clevershovel · (edited)
36 hours
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@izaid ·
36 hours
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@josephlacsamana ·
It's not 36 hours...

It's 21 hours and 36 minutes.

TRUST ME!
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@motordrive ·
36 hours
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@pandasquad ·
$0.07
So the answer is 36 hours. The simplest way I can think to explain its is as follows:

6 Large pipes take 12 hours so 3 large would take 24 hours (twice as long). Or 1 large 72 hours (6 times as long). So time taken is 72 divided by amount of large pipes.

3 Large and 9 small take 8 hours. Here 72 divided by 8 hours gives equivalent amount of large pipes, 9. However there a 3 large and 9 small that work the same. So 9 small work the same as 6 large. 3 small must work the same as 2 large.

So 72 hours divide by 2 (equivalent amount of large pipes) is 36 hours.

So the winner is @izaid! Well done. Rewards have now been paid.
👍  ,
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@si118yt118si ·
21 hours and 36 minutes
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