Question

The distance between the sun and the earth is 1.496 x10 11 m and the distance between the earth and moon is 3.84 x10 8 m .What is the distance between the two, during the solar eclipse when moon comes in between the earth and the sun? Why it is advised not to look at the sun directly during the solar eclipse?

Answer 1

Answer:

10^11× 1.49216

Step-by-step explanation:

distance b/w sun and Earth is 1.496×10^11m

distance b/w Earth nd Moon is 3.84×10^8 m

distance b/w sun and moon=1.496×10^11-3.84×10^8

= 10^8(1.496×10^11-3.84)

= 10^11(1.496-3.84)

= 10^11× 1.49216

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Answer 2

Given,

Sun to earth distance  = 1.496*$10^{11}$m.

Earth to moon = 3.84*$10^{8}$.

To Find,

How far is the moon from the sun?

Solution,

Earth is 1.496*$10^{11}$ m far from the sun.

Moon is 3.84*$10^{8}$m far from the earth.

When a solar eclipse occurs moon is in the middle of the sun and the earth

Let's find how far the moon is from the sun =

Distance of the sun and the earth - Distance of the Earth and the moon.

1.496*$10^{11}$ - 3.84*$10^{8}$

$10^{8}$(1.496*$10^{3}$ -3.84)

$10^{8}$(1496 - 3.84)

1492.16*$10^{8}$ m

Hence, the moon is placed 1492.16*$10^{8}$ m far from the sun.