WOODEN CYLINDER | VALUES |
mass (kg) | 0.0354 |
weight (N) | 0.34692 |
length (m) | 0.290 |
diameter (m) | 0.0163 |
volume (m3) | 0.0002086 |
density (kg/m3) | 169.7 |
WATER | VALUES |
density (kg/m3) | 1000 |
Vi (m3) | 180 ml |
V (m3) | 213 ml |
?V (m3) | 33 ml |
weight of displaced water (N) | 0.3234 |
BRASS CYLINDER | VALUES |
weight (N) | 2.002 |
length (m) | 0.0605 |
diameter (m) | 0.0192 |
radius (m) | 0.0095 |
volume (m3) | 0.00001751 |
WA (N) | 1.765 |
ALUMINUM CYLINDER | VALUES |
weight (N) | 0.621 |
length (m) | 0.0605 |
diameter (m) | 0.0192 |
radius (m) | 0.0096 |
volume (m3) | 0.00001751 |
WA (N) | 0.486 |
Calculated Weight of water displaced by metal cylinders (F = weight of cylinder - weight of water displaced).
Water displaced by brass = 0.237N
Water displaced by aluminum = 0.135N
Calculate Theoretical apparent weight for each metal. (Apparent weight = weight of object - weight of water displaced)
Theoretical apparent weight of brass = 1.765 N
Theoretical apparent weight of aluminum = 0.486 N
1. Did the different densities of the two different metal cylinders affect the value of the buoyant force they each experienced? If it did explain why?
2. Why did the wooden cylinder float in the water while the two metal cylinders sink?
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