Calculate Tension of String for Ball Bearing Density of 8000kg m^-3

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The discussion focuses on calculating the tension in a string supporting a ball bearing with a mass of 180g and a density of 8000 kg/m³, while submerged in oil with a density of 800 kg/m³. The correct formula for density is reiterated as Density = Mass/Volume, and the concept of tension is clarified as the force that keeps the string taut. The participants emphasize the need to correctly calculate the volume of the ball bearing to determine the tension accurately, correcting an initial miscalculation of volume as 1440 m³, which is incorrect.

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Wroxley
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I stumbled upon this question and I have no idea how to figure it out:

A ball bearings mass is 180g, it is on some string with oil that has a density of 800Kg M^-3
Calculate the tention of the string if the ball bearing had a density of 8000kg m^-3

Density= Mass/Volume

Tention = Force/Area?


Balls Volume = 0.18 Kg * 8000kg m^-3 = 1440m^3?
 
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Tension (not tention) is the force which tends to keep the string taut. If the ball bearing is tied to the string before it is put into the oil, what is the tension in the string? How does this tension change after the ball bearing is immersed in the oil?
 
Welcome to Physics Forums.

Wroxley said:
I stumbled upon this question and I have no idea how to figure it out:

A ball bearings mass is 180g, it is on some string with oil that has a density of 800Kg M^-3
Calculate the tention of the string if the ball bearing had a density of 8000kg m^-3

Density= Mass/Volume

Tention = Force/Area?
Actually, tension = force (of a string or rope)

Balls Volume = 0.18 Kg * 8000kg m^-3 = 1440m^3?
When you do the calculation you are showing above, the resulting units are kg2 m-3, which is not a volume.

Try using the equation you wrote earlier,
Density= Mass/Volume​
so
Volume = ?​
 

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