Math, asked by rakshithav2k6, 1 month ago

A planet has mass and radius 1/3of those of earth. Calculate the acceleration due to gravity of the planet and compare it with acceleration due to gravity on earth. If an object has 5 kg mass on earth. Calculate it's weight of the planet​

Answers

Answered by Itzunknownhuman
11

(☞゚∀゚)☞Answer:-

Let us consider the mass of planet is M.

The radius of earth is R.

Hence, the gravitational acceleration of the earth is calculated as -

Here, G is the universal gravitational force constant.

The value of .

As per the question, the mass of other planet M' =

The radius of the planet R' =

Hence, the acceleration due to gravity on this planet will be -

[2]

From above, we see that the acceleration due to gravity on this planet is three times the acceleration due to gravity on earth.

Hence, g ' = 3g.

Again we are asked to calculate the weight of a 5 kg object on this planet.

The mass of a body is always constant for non relativistic motion. So, the mass of the object on this planet will be the same i.e 5 kg.

The weight of a body is equal to the product of mass with aceleration due to gravity.

Hence, the weight of the object on this new planet will be-

W = mg'

= 5×3g N.

= 5×3×9.8 N

= 147 N.

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(if u can't understand me then I have given images)

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Answered by parminderkour223
26

Answer:

Upper answer is coreect

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plz plz

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