The ratio of volume of atom to volume of nucleus is

Answer:

To find the ratio of the volume of an atom to the volume of the nucleus.

Let us consider

The radius of the atom (r₁) = 10^-10

The radius of the nucleus (r₂) = 10^-15

Let us take the volume of the atom to the volume of the nucleus, then we get

\(\frac{Volume\, of\, atom }{Volume\, of\, nucleus} =\frac{\frac{4}{3}\pi r_{1}^{3}}{\frac{4}{3}\pi r_{2}^{3}}\)

⇒ \(\frac{\left ( 10^{-10} \right )^{3}}{\left ( 10^{-15} \right )^{3}}\)

⇒ \(\frac{10^{-30}}{10^{-45}} = 10^{\left ( -30+45 \right )}\)

⇒ \(10^{15}\)

Hence the ration of the volume of an atom to the volume of the nucleus is 10¹⁵.

Related Questions & Answers
Through Which Process Is Oxygen Returned To The Atmosphere	Which Electrolyte Is Used In A Nickel Cadmium Cell
What Is The Reaction Taking Place In The Fuel Cell	Who Gave The Structure Of Benzene
Which Is The Most Abundant Non Metal On The Earth	What Is The Main Purpose Of Glycolysis
How Does An Amoeba Obtain Its Food	Which Crop Is Associated With The Process Of Retting
Benzonitrile Is The Iupac Name Of Which Compound	Which Compound Gives Red Colour With Fehlings Solution

thank u for the answer was really helpful

It is helpfull