Buoyancy lab for my physics class

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To calculate the weight of water displaced by a 500-g mass, it is confirmed that the volume displaced is 59.0 ml. The buoyant force of 0.56 N corresponds to the weight of the displaced water, which can be calculated using the formula: weight = volume × density of water × gravitational acceleration. It is clarified that volume (ml) cannot be directly converted to force (Newtons), as they are different unit types. The discussion concludes with appreciation for the clarification on how to calculate the weight of the displaced water.
Skipperchrldr
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I'm trying to do a lab for my physics class. It wants me to calculate the weight of the water displaced when I put a 500-g mass in a cup of water. I know the volume which is 59.0 ml. And I also know that the Buoyant force i s 0.56 N. I thought that the Buoyant force equals the volume of the water displaced but my friend told me that I have to convert the volume (59.0 ml) to Newtons. I was wondering which one of us was right and if my friend was right i was wondering how to convert ml to Newtons.
 
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You cannot convert units of volume (mL) to units of force (Newtons). They are two entirely different kinds of units.

What do you mean "I know the volume which is 59.0 ml?" Do you mean the volume of the mass is 59 mL, or the volume of the cup of 59 mL, or what?

- Warren
 
The volume of the water displaced by the 500-g mass is 59.0 ml
 
If a 59.0 ml. object (of any density greater than that of water) is dropped into water, then it displaces 59.0 ml of water (of course!).

The weight of that water is 59.0 ml * density of water in kg. per ml times 9.8 m/s2 Newtons.
 
Thanks SO much guys. That helped SOOOO much!
 
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