Electronic configuration = 2, 8, 7 Valency 8 - 7 = 1.
Therefore, both of them have valency = 1.
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Atomic Number(no. of p) = 8
Mass Number(no. of p + n) = 8 + 10 = 18
Valency of atom = 2
No. of protons = 8
No. of neutrons = 18 - 8 = 10
| Atomic Species | A | B |
| Protons | 8 | 8 |
| Neutrons | 8 | 10 |
Mass number of B = 8 + 10 = 18
Electronic configuration of B = 2, 6
$\frac{18\text{y}}{100}+\frac{16(100-\text{y})}{100}=16.2$
$\frac{18\text{y}+1600-16\text{y}}{100}=16.2$
$18\text{y}+1600-16\text{y}=1620$
$2\text{y}=1620-1600$
$\text{y}=10$
Therefore, the percentage of isotope
${^{18}_{8}\text{X}}$ is 10%.And, the percentage of isotope
${^{16}_{8}\text{X}}$ is (100 – 10)% = 90%.Atomic Number | Mass Number | Number of Neutrons | Number of Protons | Number of Electrons | Name of the Atomic Species |
9 16 - - - | - 32 24 2 1 | 10 - - - 0 | - - 12 1 1 | - - - - 0 | - Sulphur - - - |
Atomic Number | Mass Number | Number of Neutrons | Number of Protons | Number of Electrons | Name of the Atomic Species |
9 16 12 1 1 | 19 32 24 2 1 | 10 16 12 1 0 | 9 16 12 1 1 | 9 16 12 1 0 | Fluorine Sulphur Magnesium Deuterium Hydrogen |
$\because$ n = orbit number i.e., 1, 2, 3
$\because$ Maximum number of electrons in different shells are:
K shell n = 1 2n2 = > 2(1)2 = 2
L shell n = 2 2n2 = > 2(2)2 = 8
M shell n = 3 2n2 = > 2(3)2 = 18
N shell n = 4 2n2 = > 2(4)2 = 32
Why do Helium, Neon and Argon have a zero valency?
What were the drawbacks of Rutherford’s model of an atom?
The ratio of the radii of hydrogen atom and its nucleus is ~ 10. Assuming the atom and the nucleus to be spherical,
If atom is represented by planet earth ‘R e’ = 6.4 × 10m, estimate the size of the nucleus.
Show diagramatically the electron distributions in a sodium atom and a sodium ion and also give their atomic number.

In the gold foil experiment of Geiger and Marsden, that paved the way for Rutherford’s model of an atom, ~ 1.00% of the a-particles were found to deflect at angles > 50°. If one mole of a-particles were bombarded on the gold deflect at angles foil, compute the number of a-particles that would less than 50°.
Percentage of a-particles deflected by more than 50° = 1% of total a-particles.
% of a-particles deflected by less than 50° = 100% - 1% = 99% of total a-particles.
Number of a-particles bombarded on the gold foil = 1 mole = 6.022 × 102
Number of particles that deflected by an angle less than 50°
$=\frac{99}{100}\times6.022\times10^{23}$
$=\frac{596.178}{100}\times10^{-23}$
$=5.96\times10^{23}$
Enlist the conclusions drawn by Rutherford from his α-ray scattering experiment.
K = 2 electrons
L = 8 electrons
M and N = 18 electrons as

In 1886 Goldstein discovered existence of positively charged rays in the discharge tube by using perforated cathode. These rays were named as anode rays or cannal rays.
In 1899, Rutherford discovered alpha and beta ‘rays’ from uranium. He later demonstrated that alpha rays are the nuclei of helium atoms. He discovered in 1914 that the nucleus of an atom constituted and extremely dense but small fraction of the volume of an atom and that this nucleus was positive in charge.
Given the discoveries of electrons in 1897 by Thomson, Rutherford and other scientists decided that a positively charged particle must exist to center the electron to create equally neutral atoms.
Thomson proposed the name ‘positive rays’. Rutherford, in 1914, suggested that this something that was positively charged or the sportive ray of Thompson was a particle.
He gave the name ‘positive electron’ to it. The word ‘proton’ was assigned to this particle by 1920.
| Cathode rays | Anode rays | ||
| 1 | They have negatively charged ions called electrons. | 1 | They have positively charges material particles. |
| 2 | Cathode rays deflect towards the positive plate of an electric field. | 2 | Anode rays deflect towards the negative plate of an electric field. |
| 3 | The charge to mass ratio (e/m) for the gaseous particles taken in the discharge tube. | 3 | The charge to mass (e/ m) ratio of the particles in anode rays depends upon the nature of the gas taken in the discharge tube. |
That is,
$\text{K}\ \ \ \ \ \ \text{L}\ \ \ \ \ \ \text{M}\\2\ \ \ \ \ \ \ 8\ \ \ \ \ \ \ 5$
Atomic number of oxygen = 8 Atomic number of silicon = 14 K L M
Electronic configuration of oxygen = 2 6
Electronic configuration of silicon = 2 8 4
In the atoms of oxygen the valence electrons are 6 (i.e., electrons in the outermost shell). To fill the orbit, 2 electrons are required. In the atom of silicon, the valence electrons are 4. To fill this orbit 4 electrons are required.
Hence, the combining capacity of oxygen is 2 and of silicon is 4.
i.e., Valency of oxygen = 2
Valency of silicon = 4
| Elements | Atomic number | Mass number | Protons | Electrons | neutrons | Electronic configuration | Valency |
| Chlorine | 17 | ___ | ___ | ___ | 18 | ___ | ___ |
| Silicon | ___ | 28 | ___ | 14 | ___ | ___ | ___ |
| Fluorine | ___ | ___ | 9 | ___ | 10 | ___ | ___ |
| Elements | Atomic number | Mass number | Protons | Electrons | neutrons | Electronic configuration | Valency |
| Chlorine | 17 | 35 | 17 | 17 | 18 | 2, 8, 7 | 1 |
| Silicon | 14 | 28 | 14 | 14 | 14 | 2, 8, 4 | 4 |
| Fluorine | 9 | 19 | 9 | 10 | 10 | 2, 7 | 1 |
Particle | Nature of Charge | Mass | Location |
Electron | Electrons are negatively charged. | 9 × 10–31kg | Extra nuclear part distributed in different shell or orbits. |
Proton | Protons are positively charged. | 1.672 × 10–27kg (1µ) (approx. 2000 times that of the electron) | Nucleus |
Neutron | Neutrons are neutral. | Equal to mass of proton | Nucleus |
Number of protons = 17
Element = Aluminium (Al)
Number of the electrons are = 17
Neutrons = 5
Number of protons = Number of electrons
Number of electrons = 4
Electronic Configuration
= 2, 2
Number of Valence electrons in the outermost shell = 2
Valency = 2
So atomic no. is 4
= 4 + 5 = 9
So as the outermost shell has 2 electrons, so the valency will be 2
| K | L | M |
| 2 | 8 | 7 |