AP-20 A wood cube of density 750kg/m. The cube measures 30.0cm on all three sides. The cube is floating in water, which has a density of 1,000kg/m', as shown to the right. Wood 30.0em a) Draw the free body diagram for the cube and apply Fnet ma to the cube. b) Find d, the distance of the bottom of the cube below the surface of the water. c) Find the height h of the top of the cube above the surface of the water. Water

Principles of Physics: A Calculus-Based Text
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Chapter15: Fluid Mechanics
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AP-20 A wood cube of density 750kg/m'. The cube measures
30.0cm on all three sides. The cube is floating in water,
which has a density of 1,000kg/m', as shown to the
right.
B.
WOode
30.0em
a) Draw the free body diagram for the cube and apply
Fnet ma to the cube.
b) Find d, the distance of the bottom of the cube below
the surface of the water.
c) Find the height h of the top of the cube above the surface of the water.
Water.
Transcribed Image Text:AP-20 A wood cube of density 750kg/m'. The cube measures 30.0cm on all three sides. The cube is floating in water, which has a density of 1,000kg/m', as shown to the right. B. WOode 30.0em a) Draw the free body diagram for the cube and apply Fnet ma to the cube. b) Find d, the distance of the bottom of the cube below the surface of the water. c) Find the height h of the top of the cube above the surface of the water. Water.
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