Question

explain formula of relation between g and G and find the value of g .​

Answer 1

Answer:

The acceleration on an object due to the gravity of any massive body is represented by g (small g). The force of attraction between any two unit masses separated by unit distance is called universal gravitational constant denoted by G (capital G). The relation between G and g is not proportional.

Answer 2

Although there exists a formula to express the relation between g and G in physics, there is no correlation between acceleration due to gravity and universal gravitation constant, as the value of G is constant. The value of G is constant at any point in this universe. G and g are not dependent on each other.

g Formula

g FormulaAccording to the universal law of gravit,

g FormulaAccording to the universal law of gravit,F=GMmR2 ————(1)

g FormulaAccording to the universal law of gravit,F=GMmR2 ————(1)From Newton’s second law of motion we can write –

g FormulaAccording to the universal law of gravit,F=GMmR2 ————(1)From Newton’s second law of motion we can write –g=Fm ———–(2)

g FormulaAccording to the universal law of gravit,F=GMmR2 ————(1)From Newton’s second law of motion we can write –g=Fm ———–(2)Substituting equation (1) in (2) we get-

g FormulaAccording to the universal law of gravit,F=GMmR2 ————(1)From Newton’s second law of motion we can write –g=Fm ———–(2)Substituting equation (1) in (2) we get-g=GMmR2m

g FormulaAccording to the universal law of gravit,F=GMmR2 ————(1)From Newton’s second law of motion we can write –g=Fm ———–(2)Substituting equation (1) in (2) we get-g=GMmR2mThus, we arrive at the g formula in physics as –

g FormulaAccording to the universal law of gravit,F=GMmR2 ————(1)From Newton’s second law of motion we can write –g=Fm ———–(2)Substituting equation (1) in (2) we get-g=GMmR2mThus, we arrive at the g formula in physics as –⇒g=GMR2