Calculate density A graduated cylinder

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SUMMARY

The discussion focuses on calculating the density of a rock using a graduated cylinder filled with water. Initially, the cylinder's mass with water at the 40.00 mL mark is 352.05 grams, and after adding a rock with a mass of 37.40 grams, the total mass becomes 383.95 grams. The correct method involves determining the volume of water displaced by the rock, which is calculated as 31.9 mL. The density of the rock is then calculated using the formula density = mass/volume, resulting in a density of 1.17 g/mL for the rock.

PREREQUISITES
  • Understanding of density calculation (density = mass/volume)
  • Familiarity with graduated cylinders and measuring liquid volumes
  • Basic knowledge of mass measurement using a balance scale
  • Concept of water displacement for volume measurement
NEXT STEPS
  • Research the principles of Archimedes' principle for understanding buoyancy and displacement
  • Learn about the use of graduated cylinders in laboratory settings
  • Explore advanced density calculation methods for irregular objects
  • Study the effects of temperature on water density and measurement accuracy
USEFUL FOR

This discussion is beneficial for students in chemistry or physics, educators teaching density concepts, and anyone conducting experiments involving liquid measurements and density calculations.

danny411
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forgot how to calculate density

A graduated cylinder, when filled to the 40.00 mL mark with water (density 1.00g/mL)
and capped with a stopper, had a mass of 352.05 grams. The same cylinder had a rock of mass
37.40 grams placed into it and was re-filled to the 40.00 mL mark with water. The same cylinder
when stoppered (with the same stopper) now had a mass of 383.95 grams. What is the density of
the rock

37.4g/31.9ml

not sure if I am doing volume correct
 
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is there a method to solving this?

I don't know how to get the displaced volume /
 
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If you dropped a rock into a cylinder the water level would rise. Why do you have to, or what do you mean, by refill it?
 


Integral said:
If you dropped a rock into a cylinder the water level would rise. Why do you have to, or what do you mean, by refill it?

These are two separate experiments, both start with empty cylinder.
 


If you dropped a rock into a cylinder the water level would rise. Why do you have to, or what do you mean, by refill it?

not sure ?

don't know how much
 


You take an empty cylinder, you fill it with water to the 40 mL mark. You weight it. This is your first mass.

You take an empty cylinder, you put a rock in it, you fill it with water to the 40 mL mark. You weight it. This is your second mass.
 
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