what happens when third law of motion appiled on gravitation formula
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Answered by
7
Hii There!!!
Yes, Newton's third law of motion is applicable to the Law of Gravitation.
==========================
As we know that According to the Law of Gravitation ;
❇Every particle attracts every other particle in the universe with a force that is directly proportional to
1) Product of their masses
2) Inversely proportional to the square of the distance between their centers.
===========================
So, the Gravitational force F between any two point masses m1 and m2 seperated by 'd' distance is given by
F = G m1 × m2 / d^2
=> This relation shows that mass m1 attracts mass m2 with a force F under the influence of gravity.
So, it experience equal and opposite gravitational force 'F' exerted by mass 'm2'
Hence, Newton's 3rd law is applicable to gravitational force. ✔
______________________
# ¢'$ #
Hope it helps :)
Yes, Newton's third law of motion is applicable to the Law of Gravitation.
==========================
As we know that According to the Law of Gravitation ;
❇Every particle attracts every other particle in the universe with a force that is directly proportional to
1) Product of their masses
2) Inversely proportional to the square of the distance between their centers.
===========================
So, the Gravitational force F between any two point masses m1 and m2 seperated by 'd' distance is given by
F = G m1 × m2 / d^2
=> This relation shows that mass m1 attracts mass m2 with a force F under the influence of gravity.
So, it experience equal and opposite gravitational force 'F' exerted by mass 'm2'
Hence, Newton's 3rd law is applicable to gravitational force. ✔
______________________
# ¢'$ #
Hope it helps :)
vinith07:
but the second object will also exert a force and due to third law, it will react upon first one
Answered by
1
When third law of motion is applied on gravitational formula , the object gets speed up as the formula F^1 become -F^2 with the another object gets slow in momentum and Newton's 3rd law says for it that the forces on the two objects are equal in magnitude.
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