It would depend on the type of atom. Atoms of different elements come in different sizes. We can take an average of about 1 angstrom, that is 10^-10 meters or 10^-8 cm.
Using that average you would need 10^8 atoms.
1.0 x 10^8 H atoms
500 nanometers long waves fit along a 2 centimeters line
The question is vague, as shell can mean valence shell or inner shells that can also fit atoms via 'sharing' for transition metals, however, the number of atoms that can fit would determine on the number of electrons and vacant spots available for sharing on the outermost electronic shell. (Assume the question in mind is for covalent bonding; does not apply to ionic bonding.)
Because, atoms are so small they can fit on the tip of a pencil.
it is either 20000or 2000000
If they stay stuck together approx. 3 000.
It depends on how thick the line is.
it depends on the surface area of the sodium
500 nanometers long waves fit along a 2 centimeters line
10^-10 basically means that an atom is 10 billionth of a metre. This means that 10 billion atoms can fit across in a line in 1 metre. A millimetre is a 1000th of a metre so 10 billion divided by 1000 equals 10 million. 10 million atoms fit in a straight line along a millimetre. However, you want 0.1mm. To get 0.1mm you have you divide 1mm by 10. You do the same to the atom number so 10 million divided by 10 equals 1 million. Answer: 1 million atoms
a line of fit mean perfect line.
The line of best fit is simply the line that shows the general direction of the graph. The trick is to make the line go through as many points on the graph as possible. Some scatter plots have no line of best fit.
It has atoms that mix with other atoms.
That depends on the element and atom you use, and even the definition of size/atomic radius. Using hydrogen atoms at a radius of 25 picometres, you could fit 40000 000000 (forty trillion) of them in a straight line across one milimetre.
When points are marked on a graph, a line is often drawn across the dots plotted. A line of best fit is a straight line that goes through as many of such points as possible.
The line that minimized the sum of the squares of the diffences of each point from the line is the line of best fit.
As many as possible
yes it has as many as you can fit across it