Math, asked by ronaldomoveon, 11 months ago

Help Me Please :"(

Show that for each Gregorian calendar year and for each integer k with 1 ≤ k ≤ 30, as 12 months pass, the k-day of the month falls on all seven days of the week

Answers

Answered by abhijithshaji

Answer:

${13}^{th} friday (forthis year only)$

Step-by-step explanation:

The occurrence of friday on the 13th day of the month is only happening in 12 months of an year.

value of k is 13th friday.

P.N it's not necessary it is supposed to be friday.

Thanks, hope it helps you.

(Edit:- Thanks for the 50 points.)

Answered by Anonymous

Answer:

$\huge{\fbox{\fbox{\orange{\mathfrak{Answer!!.}}}}}$

$<body bgcolor="black"/><font color="yellow">$

$13th\: day \: is \: Friday\:$

P.N this is not sure it is our consideration .

hope.it helps

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