- #1
srsthsr
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To all who have given up their time to help. Could you please have a look at my experiment, I am really stuck with this and don't know how to go on with it. I am unable to find a suitable equation to prove it mathematically as there is a varying change in both time taken and the pressure inside the bottle, could anyone please give me a hint so I can get on with it
To investigate the relationship between the initial volume and the time it takes for the water to leak out of a hole beneath the bottle.
Variables:
Dependent Variable: Time it takes for all the water to flow out of the bottle
Independent Variable: Initial Volume of Water
Controlled Variable:Bottle and Gap size
Vol(ml)Time(s)
800 30.38
700 27.78
600 24.98
500 21.54
400 18.57
300 14.52
200 11.69
100 6.69
50 3.78
Experiment:(brief)
A certain volume of water is poured into a bottle with a blocked hole in the bottom.
unblock the hole and start the timer.
Measure the time it takes for the water to stop drippiing.
p = ρgh?
Thank you so much
Homework Statement
To investigate the relationship between the initial volume and the time it takes for the water to leak out of a hole beneath the bottle.
Variables:
Dependent Variable: Time it takes for all the water to flow out of the bottle
Independent Variable: Initial Volume of Water
Controlled Variable:Bottle and Gap size
Vol(ml)Time(s)
800 30.38
700 27.78
600 24.98
500 21.54
400 18.57
300 14.52
200 11.69
100 6.69
50 3.78
Experiment:(brief)
A certain volume of water is poured into a bottle with a blocked hole in the bottom.
unblock the hole and start the timer.
Measure the time it takes for the water to stop drippiing.
Homework Equations
p = ρgh?
Thank you so much