no
What reasonable estimate for the size of a cell's nucleus?
If an atom were the size of a baseball stadium, its nucleus would be roughly the size of a marble or a small cherry. This analogy highlights the vast amount of empty space within an atom, with the nucleus occupying only a tiny fraction of the atom's overall volume. The electrons would be orbiting far away from the nucleus, much like spectators in the stands.
1.5um
Nucleotide < DNA < Chromosome < Cell < Nucleus.
The nucleus has a width on the order of 10^(-15) meters, while an electron is (on average) a distance of 10^(-10) meters from the nucleus. If you were to magnify the nucleus to the size of a baseball, the electrons would be orbiting at a distance of around 1000 meters. That is, there are about 50,000-100,000 nucleus diameters to the electron's average radius.
percent of 0006 = 0.06%= 0.0006 * 100%= 0.06%
It is 6.
I am assuming you meant .0006? .0006 as a fraction is 6/10,000, because the 6 is in the ten thousandths place.
.0006
0.006 = 0.006
What reasonable estimate for the size of a cell's nucleus?
.06 % converted into decimals is .0006 .0006 * 1224 = .7344 If, however, you meant 6%, then you would perform this: .06 * 1224 = 73.44
The size of a nucleus may be measured by firing sub-atomic particles at the nucleus and counting the proportion that bounce off the nucleus rather than miss it entirely. Assuming that the nucleus is spherical in shape, the ratio allows its size to be estimated.
Think of the sun as the nucleus and the oort cloud (past pluto) as where the electron orbitals start. The size (volume) of the nucleus is tiny compared to the size (volume) of the atom (defined by the extent of the electron cloud).
N = .0006
A nucleus the size of a grape would weigh virtually nothing, as the vast majority of an atom's mass is contained in its nucleus, which is incredibly tiny compared to the size of a grape.
The size of an atom is bigger than the nucleus because an atom consists of a nucleus surrounded by electron clouds. The electrons are located further away from the nucleus, leading to the overall larger size of the atom.