Pump A can fill a pool in 12 hours and Pump B in 6 hours. However there is a leak in the pool and a full pool will empty out in 24 hours. How long would it take to fill the pool if pump A and Pump B work and the LEAK WAS STILL PRESENT . Answer pleaseeee .. ASAP Thanks :)
Assume pool = 1000L how many L per hr is pump A pumping? @trix16 ?
...@trix16 ... u there bro?
There's no liters indicated in the problem just the time
hence "assume"
you can assume it's only a 1L pool if you want or we can just work it out as fractions but easier mental exercise if we assume 1000L and just go through it piece at a time
so assuming a 1000L pool: incoming = Pump A = _______ L/hr + Pump B = _______ L/hr = Total L incoming/hr outgoing = _______L/hr = Total L outgoing/hr Following ok so far dude? @trix16 ?
difference between incoming and outgoing = how fast the pool is filling volume/speed = time
all make sense?
So what's the answer?
u tell me and i'll tell u if you're right i gave you the solution above...
the goal here is for you to understand, so you can work these type of questions out, ...not to give you the answer to a specific question and wait so we can then give you the answer to your next question
Wait, i will solve for it
4 Hours @Jack1 ?
close, but no, how did u arrive at that?
Wait, 20 hours?
no
assume 1000L Pump A can pump 1000L in 12 hrs 1000L/12 hrs = 83.33L/hr Pump B can pump 1000L in 6 hrs 1000L/6 hrs = 166.6L/hr
pool is leaking at 1000L every 24hrs 1000L / 24hrs = 41.66L/hr
so total outgoing = 41.66L/hr total incoming = 83.33+166.66 = 250L/hr
difference between incoming and outgoing = how fast the pool is filling incoming - outgoing = speed pool is filling 250 - 41.66 = 208.33L/hr = how fast the pool is filling
volume/speed = time Volume of pool/ speed of overall flow = time to fill pool 1000L / 208.33 = ___hrs = answer
can u get it from here dude?
Yes, yes :)
sweet, seeya
Thanks :) @jack1
all good dude @trix16 ;)
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