Question

$\huge\purple{Question:-}$

★ ωнy cαη'т ωє ѵıєω sтαяs ıη sραcє? ωнαт Ⴣєcтs συя ѵısıвıłıтy? ıs тнєяє αηy sρєcıƒıc ρнєησмєηα вєнıη∂ ıт?

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• ทαivє αท∂ vαgυє αทsωєrs ωσυℓ∂ вє rєρσrτє∂ σท τнє sρστ!

• ωαrทiทg❗- υsєrs ωнσ τry τσ sραм αท∂ ρℓαgiαrisє ωσυℓ∂ вє нαท∂є∂ σvєr τσ τнє α∂мiทs.

• qυαℓiτy cσทτєทτ rєqυirє∂! τнє вєsτ αทsωєr ωσυℓ∂ вє мαrкє∂ αs τнє вrαiทℓiєsτ!⭐ :)
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Answer 1

Answer:

when we go to higher altitude or stand on a tall mountain then we can see stars so it you stand down the clouds blocks the sky it's a big difference between the height..

Explanation:

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Answer 2

$\bigstar{\bold{\sf{\underbrace{Question \: and \: it's \: answer}}}}\bigstar$

$\: \: \: \: \: \: \: \: \: \:{\sf{\red{\longmapsto Question}}}$

$\boxed{\bullet}$ Why can't we are unable to view stars in space ? What affects our visibility ? Is there any specific phenomena behind it ?

$\: \: \: \: \: \: \: \: \: \:{\sf{\red{\longmapsto Answer}}}$

➝ Yes, this statement is absolutely true that we are not able to view stars from space but we are able to view them from Earth.

➝ We are not able to view stars from space because they are too faint. Even they are dim too and a most powerful reason is diffusion of light too that's are the reason we aren't able to see them from space

➝ Yes, there is a specific phenomena behind it and it's diffusion of light.

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$\bigstar{\bold{\sf{\underbrace{Knowledge \; booster}}}}\bigstar$

$\: \: \: \: \: \: \: \: \: \:{\sf{\red{\longmapsto What \: are \: stars \: ?}}}$

➨ Stars are celestial bodies which have their own light. Star are very big celestial bodies. They look small because they are very far from us. The Sun is the nearest star to the earth.

$\: \: \: \: \: \: \: \: \: \:{\sf{\red{\longmapsto What \: are \: celestial \: bodies \: ?}}}$

➨ All that objects that are belong to the sky are known to be celestial bodies. They are also known as heavenly bodies. The sun , the moon , the stars and other million of bright objects are the example of celestial bodies.

$\: \: \: \: \: \: \: \: \: \:{\sf{\red{\longmapsto Diffusion \: of \: light}}}$

➨ When the light is reflected from mirror, the angle of reflection of each ray equals the angle of incidence. That's the process of diffusion of light.

$\: \: \: \: \: \: \: \: \: \:{\sf{\red{\longmapsto Angle \: of \: reflection \: and \: angle \: of \: incidence}}}$

➨ For a smooth surface the angle of incidence equals the angle of reflection as measured with reference to perpendicular line. Angle of reflection is always equal to angle of reflection.

➨ θr = θi

➨ Angle r = Angle i

$\: \: \: \: \: \: \: \: \: \:{\sf{\red{\longmapsto Angle \: of \: reflection \: and \: angle \: of \: incidence \: relationship}}}$

➨ The law of reflection states that, on reflection from a smooth surface, the angle of the reflected ray is equal to the angle of the incident

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