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Another of life's mysteries
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By (user no longer on site) OP
over a year ago
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So I'm wondering, if there was 50 people in a swimming pool and they all peed at the same time would the water level
A rise due to the additional liquid in the pool
B stay the same due to water displacement, the same amount of water is in the pool as there was before you peed
C drop as anyone that was floating is now lighter due to getting rid of liquid so more of their body floats above the water now.
Thoughts ???
Or have you got another life mystery.  |
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By (user no longer on site)
over a year ago
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D no one would be able to stay in the pool as it would hurt there eyes and make them cought
As the chlorine smell would be bad
As the chlorine smell is only made when chlorine comes In contact with piss |
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By (user no longer on site) OP
over a year ago
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"It will stay the same. And although the people will be lighter, they wont float any more as their density will remain roughly the same"
How does that work, if I eat a big dinner then dive bomb the pool from the 2nd floor balcony I always make a bigger splash. Do you not know anything.  |
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D: Stay the same as water is constantly being pumped into the pool via the filtration system and goes out via the overflows. So as long as the pumps are running the water level will stay the same no matter how many people get in or out, or how many people pee in the pool or splash water onto the pool sides  |
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By (user no longer on site) OP
over a year ago
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"D: Stay the same as water is constantly being pumped into the pool via the filtration system and goes out via the overflows. So as long as the pumps are running the water level will stay the same no matter how many people get in or out, or how many people pee in the pool or splash water onto the pool sides "
Aye OK Albert fuckin Einstein.
You killed my thread and my life long mystery.  |
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By (user no longer on site) OP
over a year ago
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"D: Stay the same as water is constantly being pumped into the pool via the filtration system and goes out via the overflows. So as long as the pumps are running the water level will stay the same no matter how many people get in or out, or how many people pee in the pool or splash water onto the pool sides
Aye OK Albert fuckin Einstein.
You killed my thread and my life long mystery. "
And B was stays the same anyway. # blows a big raspberry and sticks a pin in it  |
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"D: Stay the same as water is constantly being pumped into the pool via the filtration system and goes out via the overflows. So as long as the pumps are running the water level will stay the same no matter how many people get in or out, or how many people pee in the pool or splash water onto the pool sides
Aye OK Albert fuckin Einstein.
You killed my thread and my life long mystery. "
You're welcome |
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By (user no longer on site)
over a year ago
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This is a very interesting question OP. I just did a wee in the bath. So is my bath fuller or the same because I got smaller?
I think tomorrow night, I'll measure the water level in the bath and let you know. |
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By (user no longer on site)
over a year ago
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"Brilliant, but a nuisance because I have more important things to think about!
In the stated form, the question is hard to think about, so I’ll simplify it.
An open container of pure water is floating on a constricted open volume of pure water. Like an open water bottle floating in a bath.
Pour one kilo of water from the bottle into the bath.
The WEIGHT of the bottle decreases by one kilo, and the WEIGHT of the bath water is increased by one kilo.
Since the (pure) water in the bottle has the same density as the (pure) water in the bath, the unit volume is the same in both containers.
The volume of the bottle partially immersed in the bath is equal to the volume of the bath water displaced.
If the kilo of water is poured down the loo, the lightened bottle will displace less bath water – it will float higher. So the level of the bath water will fall by the volume of lost water.
Now pour another kilo of pure water into the bath. The water level rises. The depth is restored to the original level.
So pouring water from the bottle to the bath doesn’t change the depth of water in the bath.
What happens to the water level in the pool will depend on the number of floaters, and the relative density of their combined pee. The pee of people standing in the pool will increase its water level because the pool water isn’t supporting all of their weight.
Another life mystery:
You drink tea with milk and sugar from a cup.
Is your cup of tea hotter if you pour the tea into the cup first, or if you put the milk and sugar in the first?
"
There's too much info there. Put it simply. |
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By *trideMan
over a year ago
Plymouth |
Brilliant, but a nuisance because I have more important things to think about!
In the stated form, the question is hard to think about, so I’ll simplify it.
An open container of pure water is floating on a constricted open volume of pure water. Like an open water bottle floating in a bath.
Pour one kilo of water from the bottle into the bath.
The WEIGHT of the bottle decreases by one kilo, and the WEIGHT of the bath water is increased by one kilo.
Since the (pure) water in the bottle has the same density as the (pure) water in the bath, the unit volume is the same in both containers.
The volume of the bottle partially immersed in the bath is equal to the volume of the bath water displaced.
If the kilo of water is poured down the loo, the lightened bottle will displace less bath water – it will float higher. So the level of the bath water will fall by the volume of lost water.
Now pour another kilo of pure water into the bath. The water level rises. The depth is restored to the original level.
So pouring water from the bottle to the bath doesn’t change the depth of water in the bath.
What happens to the water level in the pool will depend on the number of floaters, and the relative density of their combined pee. The pee of people standing in the pool will increase its water level because the pool water isn’t supporting all of their weight.
Another life mystery:
You drink tea with milk and sugar from a cup.
Is your cup of tea hotter if you pour the tea into the cup first, or if you put the milk and sugar in the cup first?
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"It will stay the same. And although the people will be lighter, they wont float any more as their density will remain roughly the same
How does that work, if I eat a big dinner then dive bomb the pool from the 2nd floor balcony I always make a bigger splash. Do you not know anything. "
Apparently not it seems |
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