What was the day of the week on 13^{th} Septe | vedclass

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(C) To find the day of the week for $13^{th}$ September $2001$,we calculate the number of odd days.$1$. The number of odd days in $2000$ years is $0$.

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Thursday

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(C) To find the day of the week for $13^{th}$ September $2001$,we calculate the number of odd days.$1$. The number of odd days in $2000$ years is $0$.$2$. Now,calculate the number of days from $1^{st}$ January $2001$ to $13^{th}$ September $2001$:January $(31)$ + February $(28)$ + March $(31)$ + April $(30)$ + May $(31)$ + June $(30)$ + July $(31)$ + August $(31)$ + September $(13)$ = $256$ days.$3$. Convert the total days into weeks and odd days:$256 \div 7 = 36$ weeks and $4$ remainder.$4$. Since the remainder is $4$,we count $4$ days from Sunday (where Sunday is $0$ or $7$):$1$ = Monday,$2$ = Tuesday,$3$ = Wednesday,$4$ = Thursday.Therefore,$13^{th}$ September $2001$ was a Thursday.

What was the day of the week on $13^{th}$ September $2001 \,?$

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