# THE EXACT MASS OF THE MOON AND THE SUN ( 2020 ).

In order to determine the exact mass of the moon and the sun, one must first determine the exact mass of the Earth.

Keep, mass of the earth E and a piece of material m

Gets from the law of gravitational acceleration

E+m = g.R²/G  Here, m is ignored, Got the actual value of g = 984.873 cm/s² which is shown in POST3.

Now the radius of the earth is R = 6.3710088 × 10⁸ cm And from the new law of gravitation we get the value of Gravitational Constant G = 6.643385875 ÷ 10⁸ cm³/g.s². Calculated from this equation, the exact mass of the earth is E = 6.017376182 × 10²⁷ grams.

So, the exact mass of the Earth is 6.017376182 × 10²⁷ grams.

The equation related to mass is

E + M = C × R³/T²

Here, mass of the earth E and mass of the moon M, Universal combined Constants C, E is stationary object and M is orbiting object. M moves round the E . Rotation period of moving object is T, The distance of The Moon from our Earth R.

R = 3,84,400 km
= 3.844 × 10¹⁰ cm.
T = 27.32166 days
= 2360591.5 seconds.
 THE EXACT MASS OF THE MOON
This solves the equation is
E + M = 6.057294887 × 10²⁷ grams.
So, the exact mass of the Moon is 3.9918705 × 10²⁵ grams.
In the case of the Sun, the equation would be exactly the same.
E + S = C.R³/T² Here,
R = 14,95,97,870 Km.
T = 365.2564 days
= 31558149.5 seconds. This solves the equation is
E + S = 1.99766 8537 × 10³³
grams.
 THE EXACT MASS OF THE SUN ( 2020 ).

So the exact mass of the Sun is 1.997662519 × 10³³ grams.

The ratio of the mass of the Sun to the Earth will be

S/E = 3,31,982.322 ~ 3,32,000
The ratio of the mass of the Earth to the Moon will be
E/M = 150.74077 ~ 151 Therefore,
S/E × E/M = 150.7407663 × 331982.322   Or,
S/M = 5,00,43,269.62 ~ 50043270
Or, S/M ~ 5.0 × 10⁷

The ratio of the mass of the Sun to the moon will be   >  5 × 10⁷

So, we can generally say that the mass of the Sun is = 2.0 × 10³³ grams, the mass of the Earth is 6.0 × 10²⁷ grams and the mass of the Moon is 4.0 × 10²⁵ grams.
These values ​​are determined by the new gravitational formula.
That is the formula
F = G.( M + m ).m/R²   The value of G is taken from this formula.
With this mass formula it is possible to determine the exact mass of a small planet like mercury if we can give its exact distance from the Sun and the exact value of its orbital period.
Keep,mass of the Sun 》 S
mass of the Mercury 》M
Mercury moves round the sun . It's period of revolution is 》T
It's distance from the Sun is 》R, Therefore
S + M = C.R³/T²
S+M = 1.997662699 × 10³³ grams. Other hand , Mass of the sun 》S = 1.997662519 grams.

## So M = 1.8 × 10²⁶ grams.

Here, T = 87.971 days
=(87.971 × 86400) seconds
R = 57909900 km
= ( 5.79099 ×10¹²) cm.
C = ( 5.942514607 × 10⁸ ). g.s²/cm³