If a galaxy is 570 Mly away from us, how fast do we expect it to be moving and in what direction?
Solution:
hubble's law gives the way to measure the distance between galaxies.
From this law the speed of the galaxy is
Where H is the hubble's constant and R is the distance of a galaxy. Present hubble's value is 70 km/s for every one Megaparsec.
The speed of every galaxy increases by this value for every one mega par sec increases in distance.
Therefore the speed of the galaxy is
The galaxy is moving away with the above speed.
If a galaxy is 165 Mly away from us, how fast do we expect it to be moving and in what direction? Answer in km/s
The rate at which two galaxies are moving away from each other can be determined from Hubble's law. This speed can be estimated by multiplying the distance between the galaxies by the Hubble constant of 20 km/s/Mly. The formula isv Hod where Ho is the Hubble constant and d is the distance between the galaxies. A galaxy is 22 Mly away from the Milky Way. How fast is this galaxy moving away from the Milky Way in kilometers per second?...
The rate at which two galaxies are moving away from each other can be determined from Hubble's law. This speed can be estimated by multiplying the distance between the galaxies by the Hubble constant of 20 km/s/Mly. The formula is v Hod where Ho is the Hubble constant and d is the distance between the galaxies. A galaxy is 22 Mly away from the Milky Way. How fast is this galaxy moving away from the Milky Way in kilometers per...
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The rate at which two galaxies are moving away from each other can be determined from Hubble's law. This speed can be estimated by multiplying the distance between the galaxies by the Hubble constant of 20 km'sMlly. The formula is v = Hod where H0 is the Hubble constant and d is the distance between the galaxies. A galaxy is 10 Mly away from the Milky Way. How fast is this galaxy moving away from the Milky Way in kilometers...
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