For all you smart people

Originally posted by EcstremeVenom
play any [b]good sports? football? basketball?[/b]

Getting back to the problem, if its a balloon with X diameter, if we assume it to stretch then how do we know when its full? From the problem, it seems to say the balloon is 45 Cm BEFORE filling. If so, thats the starting point and the end point would be undefined because we don't know how far it will stretch. Also it doesn't say whether the balloon is at STP, ground level, or maybe on the top of Mt Everest or on the moon with no air. So how do you decide when the balloon is "filled"?
If instead, it was a hollow sphere with an unyielding surface and it fills with a liquid at the rate of 23.7L/s it would be a more valid problem.

Originally posted by sonhouse
Getting back to the problem, if its a balloon with X diameter, if we assume it to stretch then how do we know when its full? From the problem, it seems to say the balloon is 45 Cm BEFORE filling. If so, thats the starting point and the end point would be undefined because we don't know how far it will stretch. Also it doesn't say whether the balloon is at S ...[text shortened]... surface and it fills with a liquid at the rate of 23.7L/s it would be a more valid problem.

I get 14 seconds (ish) - which you might have thought were 14 minutes
http://www.google.co.uk/search?hl=en&q=4%2F3*%2845cm%29%5E3+*+pi+%2F+%2827.3+l%2Fs%29&btnG=Search&meta=

Never has it been established at what pressure the ball is to be filled or to what final mass. Air is compressable (fortunately for earth), and the pressure of the flow rate might not be constant if the ball is rigid and the backpressure builds up. The pump supplying the air might reach its head pressure before the desired pressure in the ball is obtained.

My answer:

Never

I also have another question:
There is a pile of bark (shaped like a cone) diameter is 2.2m height is 0.9m. How many loads will it take with a wheelbarrow?
Wheelbarrow whole length is 90cm, 40cm is a pyramid of the length. The rest of the 50 cm is a rectanglar prism height is 20, lenght is 50, and width is 40cm. How many full trips will it take?

Can't remember how to work it out.
Sorry.
Think I got figures wrong.

Got something like 16 trips

Plz no complications

hi

Do your own homework. It's not tricky, it's just mindless calculating and busy work.

I can Google the answer to that one too.

Its not homework. Its in a test i did. I just want to see if the answer are right. I just can wait for the answer which are three weeks away.

I also get about 14 minutes or seconds, depending on the units of the pump's rate.

Also, I don't care if this is homework or a test or whatever, I prefer these better than all the lame "riddles" that have been posted lately.

Originally posted by sonhouse
Getting back to the problem, if its a balloon with X diameter, if we assume it to stretch then how do we know when its full? From the problem, it seems to say the balloon is 45 Cm BEFORE filling. If so, thats the starting point and the end point would be undefined because we don't know how far it will stretch. Also it doesn't say whether the balloon is at S ...[text shortened]... surface and it fills with a liquid at the rate of 23.7L/s it would be a more valid problem.

?

I'm assuming this is a square shaped balloon???