To Determine A Planet S Average Density We Can Use
A planet s density is how much material it has in the space the planet occupies. 1 then we can get the mass of the center body by measuring the distance between the bodies and the time for the satellite to make a complete orbit.
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In our example dividing 6 000 000 000 000 000 000 000 000 kg by 1 047 400 000 000 000 000 000 cubic meters results in a density of about 5 730 kg per cubic.
To determine a planet s average density we can use. Density is defined as the ratio of the mass of an object to the volume of space the object takes up. Finally the density can give clues about the planet s composition and whether or not it might have a significant atmosphere. However we know what the composition and size of the earth are specifically its density so we can apply that same information in comparison to other planets.
Or you can determine the mass of a planet by multiplying 2 3 t r by 79 3 4 2. An important property of a planet that tells what a planet is made of is its density. 2 2 3 1 4 t r g m π if we plot m 1 and 2 3 t r then we should get a straight line with a slope equal to g 4π2.
Press the divide key then recall the volume figure stored in the calculator s memory. This result is the planet s density in units of kilograms per cubic meter. Separately these two need to be measured.
A planet s average density can t be determined by direct measurement as it is a derived unit. Planets can have a wide range of sizes and masses but planets made of the same material will have the same density regardless of their size and mass. Based on the model types shown in figure 13 16 of the textbook a planet made almost entirely of hydrogen compounds would be considered a.
To determine a planet s average density we can use the transit method alone the astrometric and doppler methods together the transit and doppler methods together. Since the density as the ratio of its mass to volume 4 3 π r. This gives you 8 equal volumes.
If we find an earth sized planet that has the same density then we can assume that they are made of similar components silicate rock surrounding an iron and nickel core. Mathematically we would say d m v. The transit and doppler methods together.
Radius r can be determined by transit method. Density will determine if you sink or float when put into a liquid like water. Mass can be measured by astrometric method.
Take 8 same size plastic easter eggs that come apart so you can fill them. For example for medium to large sized planets which are not very dense it is possible to determine that they likely have an atmosphere or perhaps that their composition is mostly ice and gas. To determine a planets average density we can use the transit and doppler methods together a planet made almost entirely of hydrogen compounds would be considered a.
Press the equals key.
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