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Assuming no advancement in our technology, it would not be possible to detect an apparent shift in the position of a star between January and July
The distance of the star Regulus to the earth = 77.63 light years
A star that is 1,500 times farther away than the star Regulus will have a distance (1500 x 77.63) light years from the earth
Let the star be named X
Distance of star X to the earth = 116445 light years
Though difficult to travel to the star, with the development and building of advanced rockets and other sophisticated technology, scientist have been able to travel to the star
The trigonometric parallax method is used to measure the apparent shift in the position of a star. This is due to advancement in technology. I there was no technology, it would be impossible to detect an apparent shift in the position of the star X between January and July considering its far separation from the earth
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Assuming no advancement in our technology, it will be so difficult to detect an apparent shift in its position between January and July.
In astronomy, The term apparent shift is called Stellar Parallax.
Stellar parallax is the apparent shift in the location of a nearby star as seen in comparison to other objects. This theory is mostly noticed in relation to other objects in its background, as well as the orbital locations of the planet Earth.
According to the theory, the Earth will arrive at its exact opposite location in six months. This provides a starting point for determining the star's approximate distance from Earth using Trigonometry approaches. According to theory, detecting stellar parallax is extremely difficult, including for stars a few light-years distant from Earth. This observation is possible by using advanced technologies and tools such as telescopes.
Making accurate assumptions gets increasingly difficult as the distance from the Earth increases. Recall that as the object's distance from the Earth increases, so does the parallax factor. Exact distances can only be measured if the object is less than 300 light-years distant from Earth.
As a result, observing the apparent shift for stars farther away from our Earth would be extremely impossible without the use of modern technologies.
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