-- There is no such thing as the gravity of all the planets. Each
planet has its own number, which is different from any other.
-- Gravity can't be described in units of cm.
Helena af Sandeberg is 170 cm.
Andreas af Enehjelm is 180 cm.
No, the center of gravity of a meterstick is not always located at the 50-cm mark. The center of gravity of an object is the point where its weight is considered to act. For a uniform meterstick, the center of gravity will indeed be at the 50-cm mark because of its uniform density distribution, but if the density distribution is not uniform, the center of gravity could be located at a different point.
Those completely depend on the scale you choose. Sadly, that important piece of data is not mentioned in the question.
The value of gravity in CGS units is approximately 980 cm/s^2.
86 cm is a measure of distance or length. It has nothing to do with weight, which is the effect of gravity on a mass.
A cm (centimetre) is a measure of distance, not volume. As a result, there can be no matter inside 1 cm of the mineral.
The acceleration due to gravity at sea level at the equator is 32.25744 feet/second2 (983.2186 cm/second2)Formula for your own altitude:Acceleration Due to Gravity (cm/s2) at Altitude (h) = Acceleration Due to Gravity (cm/s2) at Sea Level - 0.3086hwhere h is the altitude in kilometers.
To convert API gravity to density in g/cm^3, you can use the formula: Density = 141.5 / (API gravity + 131.5). This formula is derived from the relationship between API gravity and density in the petroleum industry.
5 cm. But you will not find planets of that size anywhere!
Since water has a specific gravity of 1, the mineral with a specific gravity of 5.5 is 5.5 times denser than water. This means that there is 5.5 times more matter in 1 cm cubed of the mineral compared to water.
Specific Gravity is unitless. To determine the specific gravity of something you take the density of the substance divided by the density of water (assuming both densities are in the same units ie: g/cm^3, or lb/in^3So for platinum, whose density is 21.45grams/cm^3 you would take (21.45g/cm^3)/(1g/cm^3(this is the density of water)), so specific gravity=21.45This would be the same answer is you had your densities in terms of lbs.