rate of change (1 Viewer)

mizz_smee

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in the 2002 HSC Q7 b
A cooler, which is initially full, is drained so that at time t seconds the volume of
water V, in litres, is given by

V=25(1-t/60)^2 for 0<t<60

i) how much water was intially in cooler?
answer - 25 litres

ii)After how many seconds was the cooler one-quarter full?
answer - t=30

iii) At what rate was the water draining out when the cooler was one quater full?

i thought i had answered the last question but i did it completly wrong according to the sucess one books and i don't understand how they got their answer i was wondering if some one could tell me how in plain english!
 

Xayma

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dV/dt=50/60(1-t/60)
=5/6(1-t/60)
At t=30
dV/dt=5/6(1/2)
=5/12 Ls<sup>-1</sup>
 

mizz_smee

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how did u get 50/60
i know that it is going to be so obvious
but just tell me neway
 

mizz_smee

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i got it now
it just all of a sudden came to me
after trying to figure it out for ages
when i wasn't even really thinking about it
 

paper cup

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yes anything to do with physical applications officially sucks.
 

withoutaface

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Good doesn't even begin to describe how fabulous probability is.
 

Emily.

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oh i love probability cos i can actually do it!!
i really need to sort my notes out and get down and do some work....
 

Li0n

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twisted_emily said:
oh i love probability cos i can actually do it!!
i really need to sort my notes out and get down and do some work....
i love probability, but im not good at it :/
 

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