extending from Machundria in the North to the Dutch East Indiain the south
If the volume of the sphere is less than 1 cm3, then the sphere will sink in the liquid as its density is greater than that of the liquid.
Density = Mass/Volume, whatever the shape. So, if the masses are the same, the density is greater when the volume id smaller. Thus the sphere, with the smaller volume has the greater density.
Japan .
The Japanese wanted to bring Australia into their Coprosperity Sphere, in other words, invade and conquer. It was a close thing, but with the help of the Allies, they prevented from making the short jump over to Australia. Naturally, the Australian army got involved. In the European theater, Australians fought for their mother country of Britain.
The lead sphere settles faster than the glass sphere because it is denser; density is defined as mass per unit volume. Since both spheres have the same volume, the lead sphere, being made of a heavier material, has a greater mass. This increased mass results in a stronger gravitational force acting on the lead sphere, causing it to accelerate downwards more quickly than the lighter glass sphere. Additionally, the buoyant force acting on both spheres is the same, so the lead sphere's greater weight allows it to overcome buoyancy more effectively.
Is this even english.
The real motive behind the greater East Asia co-prosperity sphere is that they wanted natural resources to fight with against China.
This is quoted from the federalist #10 James Madison'sDocuments of freedom; lessons on the constitution"first the delegates of the governments in latter to a small number of citizens elected by the rest; secondly, the greater number of citizens and the greater number of citizens and greater sphere of the country over which latter may be extended."
Volumes: 523.5987756/65.44984695 = 8 times greater 53/2.53 = 8
No because the planets are pulling in the middle of the sun which makes the middle of the sun a greater diameter
The Greater East Asia Co-Prosperity Sphere .
Map are projections in a systematic transformation of the latitudes and longitudes of the locations on the surface of a sphere. Map projections distort the surface in a little bi, depending on the purpose of the map.