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26 Feb 2011, 17:43
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E
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Difficulty:
45%
(medium)
Question Stats:
63% (01:15) correct
37%
(01:04)
wrong
based on 711
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What is the rate, in cubic feet per minute, at which water is flowing into a certain rectangular tank?
(1) The height of the water in the tank is increasing at the rate of 2 feet per minute.
(2) The capacity of the tank is 216 cubic feet.
(1) The height of the water in the tank is increasing at the rate of 2 feet per minute.
(2) The capacity of the tank is 216 cubic feet.
26 Feb 2011, 18:39
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banksy
Clear E. Rate=volume/time and even when we combine the statements all we know is one dimension (2 feet) of the volume which flows into the tank per minute (we still need the width and length of the tank to calculate volume=2lw but from the second statement length*width*height=216 we can not get these values).
General Discussion
27 Feb 2011, 00:08
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From 1 we have :
2 * l * b/min
From 2 we have :
h * l * b = 216
But we still can't get h ( or l*b), so answer is E.
l - length of base
b - breadth of base
h - height of base
2 * l * b/min
From 2 we have :
h * l * b = 216
But we still can't get h ( or l*b), so answer is E.
l - length of base
b - breadth of base
h - height of base
