
$ 9.8grams\,of\,{H_2}S{O_4} $ is present in $ {\text{2 }}litres $ of a solution. The molarity of the solution is:
A. $ 0.1M $
B. $ 0.05M $
C. $ 0.2M $
D. $ 0.01M $
Answer
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Hint :In order to solve the given question, first we will rewrite the given mass of sulphuric acid and then find the no. of moles of sulphuric acid. And with the help of no. of moles and the given mass of the sulphuric acid, we can find the molarity of the given solution.
Complete Step By Step Answer:
As we know that, the molar mass of sulphuric acid is $ 98g/mol $ .
And, a mass of sulphuric acid is given, which is $ 9.8g $ .
Now, we will find the number of moles of Sulphuric acid:
$ No.\,of\,moles\,of\,{H_2}S{O_4} = \dfrac{{Mass\,of\,{H_2}S{O_4}}}{{Molar\,mass\,of\,\,{H_2}S{O_4}\,}} = \dfrac{{9.8g}}{{98g/mol}} = 0.1mol $
Now, we can find the molarity of the given solution:
$ Molarity\,of\,the\,solution = \dfrac{{No.\,of\,moles\,of\,\,{H_2}S{O_4}}}{{Volume\,of\,solution}} = \dfrac{{0.1mol}}{{2L}} = 0.05M $
Hence, the correct option is (B).
Note :
Molarity is represented by $ M $ , which is termed as molar. One molar is the molarity of a solution where one gram of solute is dissolved in a litre of solution. As we know, in a solution, the solvent and solute blend to form a solution, hence, the total volume of the solution is taken.
Complete Step By Step Answer:
As we know that, the molar mass of sulphuric acid is $ 98g/mol $ .
And, a mass of sulphuric acid is given, which is $ 9.8g $ .
Now, we will find the number of moles of Sulphuric acid:
$ No.\,of\,moles\,of\,{H_2}S{O_4} = \dfrac{{Mass\,of\,{H_2}S{O_4}}}{{Molar\,mass\,of\,\,{H_2}S{O_4}\,}} = \dfrac{{9.8g}}{{98g/mol}} = 0.1mol $
Now, we can find the molarity of the given solution:
$ Molarity\,of\,the\,solution = \dfrac{{No.\,of\,moles\,of\,\,{H_2}S{O_4}}}{{Volume\,of\,solution}} = \dfrac{{0.1mol}}{{2L}} = 0.05M $
Hence, the correct option is (B).
Note :
Molarity is represented by $ M $ , which is termed as molar. One molar is the molarity of a solution where one gram of solute is dissolved in a litre of solution. As we know, in a solution, the solvent and solute blend to form a solution, hence, the total volume of the solution is taken.
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