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A 10cm times 10cm times 10cm wood block with a density of 700kg/m^3 floats in water. What is the distance from the top of the b...Asked by ana
A 10cm times 10cm times 10cm wood block with a density of 700kg/m^{3} floats in water. What is the distance from the top of the block to the water if the water is fresh? and If it's seawater?
Answers
Answered by
bobpursley
figure the weight:
weight= density*volume*g
then the weight of the water displaced is equal to that..
weight=densitywater*g*10cm*10cm*depth
solve for depth.
weight= density*volume*g
then the weight of the water displaced is equal to that..
weight=densitywater*g*10cm*10cm*depth
solve for depth.
Answered by
ana
weight= density*volume*g
weight=700*10cm*9.81
weight=68670
weight=densitywater*g*10cm*10cm*depth
68670=700*9.81*10cm*10cm*d
d=.1
it isnt right:-(
weight=700*10cm*9.81
weight=68670
weight=densitywater*g*10cm*10cm*depth
68670=700*9.81*10cm*10cm*d
d=.1
it isnt right:-(
Answered by
bobpursley
the volume is not 10 cm. It is 1000cm^3
Answered by
ana
oh ok
weight= density*volume*g
weight=700*1000cm*9.81
weight=6867000
weight=densitywater*g*10cm*10cm*depth
6867000=700*9.81*10cm*10cm*d
d=10
still didn't work,am i missing something?
weight= density*volume*g
weight=700*1000cm*9.81
weight=6867000
weight=densitywater*g*10cm*10cm*depth
6867000=700*9.81*10cm*10cm*d
d=10
still didn't work,am i missing something?
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