Determine the volume displaced and then calculate the density of this 54 g sample of brass.
2 answers:
Answer:
<h2>The volume displaced is 6.2 cubic meters.</h2>Explanation:
This question is incomplete.
However, we can find the volume displaced using the given mass and the density of brass.
So, to find the volume, we use the definition of density, which is
Where is density,
is mass and
is volume.
Replacing all values, we have
Therefore, the volume displaced is 6.2 cubic meters.
You might be interested in
Number 3.
When you have two parallel wire and the charges are moving, they create a magnetic field around the wire (right-hand rule, thumb points in the direction of current).
If you want the math, here ya go:
F: magnetic force on the wire, L: length of the wire I: current in one wire I': current in other wire r: distance of the wire.
As we can see, two wires that has current through it will generate a force on each other.
When you have two parallel wire and the charges are moving, they create a magnetic field around the wire (right-hand rule, thumb points in the direction of current).
If you want the math, here ya go:
F: magnetic force on the wire, L: length of the wire I: current in one wire I': current in other wire r: distance of the wire.
As we can see, two wires that has current through it will generate a force on each other.