your life depends on solving this question. would you survive?
Your life depends on solving this question. would you survive?
Yeah but I have a math degree, so it's not really fair. This would probably kill the average btard
Did you read the question?
Q=VA
All I need is that formula. Find area. Once you’ve found it, divide total area by 0.5m/min and you’ll find how long it takes.
0.2 m/min
do your own homework
Now I might just be retarted but couldn't a 7th grade lesson on inverse proportion basically give you all the tools you need to figure this out?
That's one strong fucking pump if you can fill almost 80m3 in 2 minutes.
That a quantum pump
drunk chemical engineer here
Qv [l/min]= V [l]/ t[min]
gives
t = V/Qv = (pi*(r^2)h)/Qv
0.5*(25/64)m/min
.39 meters/min
Hydrostatic paradoxon. Guess I'll die.
Fags
Not Your Personal Abacus
3.14*52 = 78.5
0,5m/min*78.5=39.25
3.14*82=200.96
39.25/200.96=0.1953125m/min
Yes.
0.3125
at the same rate
>Actually trying to give an answer to these shitty fucking questions...
Reminder a thread died for this.
oh no such valuable threads such as FB/IG, mutt's law BBC, "I wanna lick her asshole what do Cred Forums", such as loss for humanity
it's not possible to answer because the earth is round
hey man, he doesn't want to lick her asshole anymore
Well, sir, you would do some calculus and get your answer. Problem solved.
3.2/pi^2
0.1953125 m/min
69
no damn idea how to do this math so I'll say 0.8 m/min
What does cylindrical mean?
.39
They're being filled simultaneously at the same rate, the rest of the problem is filler. The answer is 0.5 m/min and if that's not an available answer then the question writer is a retard or it's whatever number cubed equals 0.5.
Somewhere between 1.6 and 1.7 and OP is a faggot for not posting the answer.
8 divided by 5 = 1.6
0.5 x 1.6 = .8
USA here!
>First convert all measurements to imperial...
If it was linear, this would be correct
It's volume though
please tell me you are baiting
8pi cubic meters/min.
yes
oh shit i misunderstood the question. oh well guess im dead
h=(0.5*pi*5^2)/(pi*8^2)=0.195
0.195m/min