If 18^{th} February,1997 falls on Tuesday,the | vedclass

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(C) To find the day on $18^{th}$ February,$1999$,we calculate the number of odd days between the two dates.From $18^{th}$ February,$1997$ to $18^{th}$

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Thursday

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(C) To find the day on $18^{th}$ February,$1999$,we calculate the number of odd days between the two dates.From $18^{th}$ February,$1997$ to $18^{th}$ February,$1998$ is $1$ year. Since $1998$ is not a leap year,it contains $365$ days,which equals $52$ weeks and $1$ odd day.From $18^{th}$ February,$1998$ to $18^{th}$ February,$1999$ is another $1$ year. Since $1999$ is not a leap year,it also contains $1$ odd day.Total odd days = $1 + 1 = 2$ days.Since $18^{th}$ February,$1997$ was a Tuesday,adding $2$ days to Tuesday gives: Wednesday,Thursday.Therefore,$18^{th}$ February,$1999$ will be a Thursday.

If $18^{th}$ February,$1997$ falls on Tuesday,then what will be the day on $18^{th}$ February,$1999$?

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