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Two isotopes of an element are present in 1:2 ratio of number having mass number M and M 0.5 respectively find the mean mass number of element?
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Two isotopes of an element are present in 1:2 ratio of number having m...
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Two isotopes of an element are present in 1:2 ratio of number having m...
Explanation:

The mean mass number of an element can be calculated by taking the weighted average of the mass numbers of its isotopes.

Steps to Calculate:

1. Determine the mass numbers of the isotopes:
Given that the two isotopes are present in a 1:2 ratio and their mass numbers are M and M 0.5 respectively.

2. Calculate the total number of atoms:
Let the total number of atoms be x.
Then, the number of atoms of the first isotope is x/3 and the number of atoms of the second isotope is 2x/3.

3. Calculate the weighted average:
The mean mass number of the element is given by the formula:
(mean mass number) = [(mass number of isotope 1) x (number of atoms of isotope 1) + (mass number of isotope 2) x (number of atoms of isotope 2)] / (total number of atoms)
Substituting the values, we get:
(mean mass number) = [(M) x (x/3) + (M 0.5) x (2x/3)] / x
Simplifying this expression, we get:
(mean mass number) = [(M + M 0.5) / 2]

Therefore, the mean mass number of the element is the average of the mass numbers of the two isotopes, which is (M + M 0.5) / 2.

Answer:

The mean mass number of the element is (M + M 0.5) / 2.
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Two isotopes of an element are present in 1:2 ratio of number having mass number M and M 0.5 respectively find the mean mass number of element?
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