How to find out the mass of earth, moon and sun easily?

 Use of modern gravitational formulas

How to find out the mass of earth, moon and sun easily ?

 If we take the help of modern gravity formula then we can easily calculate the mass of earth, moon and sun.

To determine the exact mass of the earth, moon and sun we need the correct formula and this correct formula is 》

  F = m.f  = m.g                  (1)

  &

 F  = G.(M+m).m/R²         (2)

Here, the force of attraction F

Mass of the central stationary object E

Mass of the moving object  M

The radius of the orbit of the orbiting object R

and  Gravitational constants  G

Ismailian Gravitational Constant

 The value of gravitational constant G that we get from Newton's law of gravitation is not correct. The value of the gravitational constant that we get from the modern gravitation formula is 

 G = 6.643385875 × 10⁻⁸ cm³/gs²

  We get this value from the above no. ( 2 ) equation

G = 2л².Lф.r²/T²( M+m )

      = 6.67408÷10⁸ × 158/(158+0.73) cm³/g.s²

       = 6.643385875/10⁸ cm³/gs²

Now we know the value of gravitational constant G.

Here, Newtonian Gravitational Constant's value is 6.67408/10⁸ cm³/gs² 

 It is getting  from the no. 1 equation 

 

 Note that there is some difference between the values ​​obtained from these two sources.

Value obtained from two number equations is a Ismailian Gravitational Constant.

 Now we know the exact formula of modern gravitational force F

  And we also learned the value of the gravitational constant G.

  We also know the value of Earth's acceleration g

After thorough research, we found that the value of Earth's gravitational acceleration g

  Earth's gravitational acceleration in the polar region is 983.218 cm / s².

  If our earth were spherical, then the accelerate in the equatorial region of the earth would be 

  979.838 cm/sec²

 Because the equatorial region is about 21 km more inflated than the polar region, so its radius is greater, so we want more gravity, but in reality we see less gravitational acceleration, because the speed of rotation of the earth in this region becomes much higher, so we actually see the value of its gravitational acceleration 

  978.033 cm/sec²

 So without going into too much complexity we will get as general the value of gravitational acceleration 

g = 983.218 cm/s²

  It is scientifically proven that the value of Earth's gravitational acceleration cannot be less than 983.218 cm/s² but for convenience we can assume that its value is 983.218 cm/s²

We get from (1) & (2) equation 

      

   G.(M+m)/R².m = m.g

》M +m  =  gr²/G   ----- ( 3 )

  we know the value of G and g

 So we get from the equation (3)

 the value of the M+m.