Directions : (1-5) |
A general election of Lok Sabha is a gigantic exercise. About 911 million people were eligible to vote and voter turnout was about 67% the highest ever. |
Let I be the set of all citizens of India who were eligible to exercise their voting right in general election held in 2019. A relation 'R' is defined on I as follows : |
\[R=\left\{ \left( {{V}_{1}},\,{{V}_{2}} \right) \right.\,:\,{{V}_{1}},\,{{V}_{2}}\,\in \,\,I\]and both use their voting right in general election-2019} |
A) \[\left( X,\,Y \right)\in R\]
B) \[\left( Y,\,X \right)\in R\]
C) \[\left( X,\,X \right)\,\notin R\]
D) \[\left( X,\,Y \right)\,\notin R\]
Correct Answer: D
Solution :
Since X cast his vote but Y did not. \[\therefore \,\,\left( X,\,\,Y \right)\notin R\]You need to login to perform this action.
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