Question

The image shows a model of Earth with mass m1 and its moon with mass m2. Based on the model, what should be the magnitude of forces F1 and F2 in accordance with the Newton’s third law of motion?

(a)F1 = F2
(b)F1 > F2
(c)F1 < F2
(d)F1 = -F2​

Answer 1

Answer:

hey fellas

option a is the correct answer

Explanation:

hope it helps you

Answer 2

Given: a model of earth with mass m1 and its moon with mass m2

To find: accordance with newton's third law of motion, what should be the magnitude of forces f1 and f2?

Explanation:

According to the question, The Mass of the earth is m1 and the mass of the moon is m2

By newton’s third law,

The distance between earth and moon be r

If we find the force between force then,

  Force exerted by earth on moon F1 = GMm/r2

Force exerted by the moon on earth    F2 = GmM/r2

As we can see both expressions are the same then we can say that magnitude of forcef1 will be equal to force f2.

                                        F1 = F2