This answer could be yes or no, depending on if we are absolutely sure if the universe is flat or a closed (curved) universe, which we are currently not sure of.
If the universe is flat, the answer would be no because the universe would be expanding and traveling faster than the speed of light, so you could never see the back of your head.
The answer would be yes, if the universe was closed, because it can keep going and get back to where it started like we can walk in straight line on earth and end back where we started.
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And don't forget that even if it's closed, you would have to wait several billion years,
until the light from the back of your head made the trip around the universe and
wound up back where you are now.
No matter how 'powerful' your telescope is, it can't reduce the time light needs to
travel from one place to another. More 'power' only allows it to detect dimmer light.
To see Saturn's rings clearly and with some detail, you would need a telescope with an aperture of at least 70mm. A telescope with a magnification of around 50-100x would provide a good view of Saturn and its rings.
Resolving power is measured in arc seconds. The formula to find this is as follows: arc seconds (x) = 11.6/(D) 11.6 is part of the formula D- is the diameter of the telescope (which you have = 25cm) Therefore the resolving power should be: 11.6/25 = .46 arc seconds
There are no examples of infinite power. Power cannot increase to infinite values. Infinite power would be the ability to do anything that is conceivable. God does not actually have infinite power at least according to the christian fathers. St Thomas Aquinas argued that God's power was not infinite but constrained by logic. That is that God cannot do what is conceivable but logically impossible. So for example God cannot make a square circle (a circle with 4 sides) or create a weight that He himself couldn't lift (as God is omnipotent) because both these things are logically impossible
it means forty times what the human eye can see
No, you can change the magnification of the telescope by simply changing the eyepiece. The two most important powers of the telescope, light-gathering power and resolving power, depend on the diameter of the telescope, but it does not control the magnification.
It would be infinity raised to the infinite power and that value raised to the infinite power. netflyer
A Reflecting telescope has a lot of zooming technologies and the High Power telescope is highly powered.
the answer is infinite to the second power
The light gathering power of a telescope is directly proportional to the area of the objective lens of the telescope.
Signs of Infinite Power was created in 2009.
Anna to the Infinite Power was created in 1983.
The light gathering power is directly proportional to the light gathering area, so all you have to do is figure out the ratio of the areas of the two scopes. Another answer: Do you remember fourth grade arithmetic? Do you remember pi r square?
To see Saturn's rings clearly and with some detail, you would need a telescope with an aperture of at least 70mm. A telescope with a magnification of around 50-100x would provide a good view of Saturn and its rings.
The duration of Anna to the Infinite Power is 1.7 hours.
All the planets, depending on the power of the telescope.
which power of a telescope might be expressed as "0.5 seconds of arc"?
Resolving power is measured in arc seconds. The formula to find this is as follows: arc seconds (x) = 11.6/(D) 11.6 is part of the formula D- is the diameter of the telescope (which you have = 25cm) Therefore the resolving power should be: 11.6/25 = .46 arc seconds