Star Density Should be a piece of cake

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To calculate the density of stars in Astr. 1020, one must use the mass and radius of the star relative to the Sun. The mass and radius of the star, given as multiples of the Sun's values, should be multiplied by the actual mass and radius of the Sun in SI units. The density is then determined by dividing the mass by the volume, which is calculated using the formula for the volume of a sphere. It is essential to ensure that both mass and volume are in compatible units to derive the correct density in g/cm³. Understanding these calculations is crucial for successfully completing the homework assignment.
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I am in Astr. 1020, and in my introductory Astronomy class I had last semester, we didnt learn anything. It was a "here's the study guide (aka the answers to the test)" kind of class so I didnt really learn that much.

Now, my Astr. 1020 teacher is rather difficult due to what I didnt learn last semester...

So on to the problem. For homework we have to find the density of Stars. It should be hard, mass (g) divided by volume (of a sphere, cm^3), I understand that much.

In the problems, we are given everything relative to the sun (I hope I'm stating that correctly). So, the data we have for the sun is 1.0m(sun) and 1.0R(sun). How am I supposed to do this and get g/cm^3?

I'm thinking, for example, Sirius (which is 2.0m(sun) and 2.0R(sun)) and multiply that by the mass and the radius of the sun, respectively. Is that right?

Thanks for the help, guys! :blushing:
 
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You are correct. If you want them in normal SI units then all you have to do is multiply their relative values by the suns actual values in SI units.
 
You must factor the cubic volume and mass to derive the correct density.
 
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