Assume "w" is the generic constant that represents the weight density of the liquid. Given this picture, what is the amount of Force acting upon flat, square object?
10+
generic units of measure as well
i'm a bit puzzled - doesn't it depend on the volume of liquid above the square?
it does. but assume the pressure is focused on the face of the square and the downward force is negligible ... does tha tmake sense?
When I answered it on me test I set up a double integral ... calculus1 class mind you ...
\[\int_{0}^{4}\int_{0}^{4}(8-y)w\ dxdy\]
i see -makes sense
i thought so :) but the teacher asked me why I did the extra step, I spose the single would have been: \[\int_{0}^{4}4(8-y)w\ dy\] \[\int_{0}^{4}(32-4y)w\ dy\]
lol - now i'm really stretching my memory - but looks good to me
my grandson's just arrived - got to take him to cricket - later
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