As of 2011, the last time the month of July contained five Saturdays, Sundays, and Mondays was in 2006. The next time it will happen is in 2017.
Total number of days in a leap year is 366, ie 52 weeks and 2 days. The last 2 days can be either ( Mon Tue, Tue Wed, Wed Thu, Thu Fri, Fri Sat, Sat Sun, Sun Mon) The possible outcomes are 7 The outcomes where one of the day is a Sunday is 2 So probability of getting 53 Sundays is = 2/7. The exact probability is 28/97, which is about 28.87%.
That has never happened, and ... without a significant change in the format of our calendar ... it never will. In order to have 5 each of four consecutive days of the week, the month must have 32 days in it. Under the present system, none of them does.
For that to happen, the month has to be 31 days long and has to start on a Friday. Since there are 7 months with 31 days and one chance in 7 a month will start on a Friday ( roughly, due to leap years) there is about once yaer this will happen.Next month has 5 Fridays, Saturdays, and Sundays.Since14.5% of all years have a January with 5 of (Fri-Sat-Sun),14.25% of all years have a March with 5 of (Fri-Sat-Sun),14.5% of all years have a May with 5 of (Fri-Sat-Sun),14.5% of all years have a July with 5 of (Fri-Sat-Sun),14.25% of all years have an August with 5 of (Fri-Sat-Sun),14% of all years have an October with 5 of (Fri-Sat-Sun), and14% of all years have a December with 5 of (Fri-Sat-Sun),the average occurrence comes to exactly once per year.
A Leap year has 366 days. in which you have 52 weeks and 2 days. the 2 days may be sun,Mon mon,Tue tue,wed wed,THu, thu,Fri FRi,SAT sat,sun so you have 7 options among which 2 u can choose.. so the answer is 2/7 for having 53 Sundays. The probability of having 53 Thursdays is also 2/7. The probability of having either 53 Sundays or 53 Thursdays is 4/7.
Mon.,Tues.,Wed.,Thur.,Fri.,Sat.,Sun., or Sun, Mon, Tue, Wed, Thur, Fri, Sat
Weekdays on which May 1 falls, 1900 to 2014 ------------------------------------------- Mon Tue Wed Thu Fri Sat Sun ------------------------------------------- 1900 - Tue - - - - - 1901 - - Wed - - - - 1902 - - - Thu - - - 1903 - - - - Fri - - 1904 - - - - - - Sun 1905 Mon - - - - - - 1906 - Tue - - - - - 1907 - - Wed - - - - 1908 - - - - Fri - - 1909 - - - - - Sat - 1910 - - - - - - Sun 1911 Mon - - - - - - 1912 - - Wed - - - - 1913 - - - Thu - - - 1914 - - - - Fri - - 1915 - - - - - Sat - 1916 Mon - - - - - - 1917 - Tue - - - - - 1918 - - Wed - - - - 1919 - - - Thu - - - 1920 - - - - - Sat - 1921 - - - - - - Sun 1922 Mon - - - - - - 1923 - Tue - - - - - 1924 - - - Thu - - - 1925 - - - - Fri - - 1926 - - - - - Sat - 1927 - - - - - - Sun 1928 - Tue - - - - - 1929 - - Wed - - - - 1930 - - - Thu - - - 1931 - - - - Fri - - 1932 - - - - - - Sun 1933 Mon - - - - - - 1934 - Tue - - - - - 1935 - - Wed - - - - 1936 - - - - Fri - - 1937 - - - - - Sat - 1938 - - - - - - Sun 1939 Mon - - - - - - 1940 - - Wed - - - - 1941 - - - Thu - - - 1942 - - - - Fri - - 1943 - - - - - Sat - 1944 Mon - - - - - - 1945 - Tue - - - - - 1946 - - Wed - - - - 1947 - - - Thu - - - 1948 - - - - - Sat - 1949 - - - - - - Sun 1950 Mon - - - - - - 1951 - Tue - - - - - 1952 - - - Thu - - - 1953 - - - - Fri - - 1954 - - - - - Sat - 1955 - - - - - - Sun 1956 - Tue - - - - - 1957 - - Wed - - - - 1958 - - - Thu - - - 1959 - - - - Fri - - 1960 - - - - - - Sun 1961 Mon - - - - - - 1962 - Tue - - - - - 1963 - - Wed - - - - 1964 - - - - Fri - - 1965 - - - - - Sat - 1966 - - - - - - Sun 1967 Mon - - - - - - 1968 - - Wed - - - - 1969 - - - Thu - - - 1970 - - - - Fri - - 1971 - - - - - Sat - 1972 Mon - - - - - - 1973 - Tue - - - - - 1974 - - Wed - - - - 1975 - - - Thu - - - 1976 - - - - - Sat - 1977 - - - - - - Sun 1978 Mon - - - - - - 1979 - Tue - - - - - 1980 - - - Thu - - - 1981 - - - - Fri - - 1982 - - - - - Sat - 1983 - - - - - - Sun 1984 - Tue - - - - - 1985 - - Wed - - - - 1986 - - - Thu - - - 1987 - - - - Fri - - 1988 - - - - - - Sun 1989 Mon - - - - - - 1990 - Tue - - - - - 1991 - - Wed - - - - 1992 - - - - Fri - - 1993 - - - - - Sat - 1994 - - - - - - Sun 1995 Mon - - - - - - 1996 - - Wed - - - - 1997 - - - Thu - - - 1998 - - - - Fri - - 1999 - - - - - Sat - 2000 Mon - - - - - - 2001 - Tue - - - - - 2002 - - Wed - - - - 2003 - - - Thu - - - 2004 - - - - - Sat - 2005 - - - - - - Sun 2006 Mon - - - - - - 2007 - Tue - - - - - 2008 - - - Thu - - - 2009 - - - - Fri - - 2010 - - - - - Sat - 2011 - - - - - - Sun 2012 - Tue - - - - - 2013 - - Wed - - - - 2014 - - - Thu - - -
1982 - Sat. 1983 - Sun. 1984 - Tue. 1985 - Wed. 1986 - Thu. 1987 - Fri. 1988 - Sun. 1989 - Mon. 1990 - Tue. 1991 - Wed. 1992 - Fri. 1993 - Sat. 1994 - Sun. 1995 - Mon. 1996 - Wed. 1997 - Thu. 1998 - Fri. 1999 - Sat. 2000 - Mon. 2001 - Tue. 2002 - Wed. 2003 - Thu. 2004 - Sat. 2005 - Sun. 2006 - Mon. 2007 - Tue. 2008 - Thu. 2009 - Fri. 2010 - Sat. 2011 - Sun.
930 mon-sat , sun 11-8
1968 - Wed. 1969 - Thu. 1970 - Fri. 1971 - Sat. 1972 - Mon. 1973 - Tue. 1974 - Wed. 1975 - Thu. 1976 - Sat. 1977 - Sun. 1978 - Mon. 1979 - Tue. 1980 - Thu. 1981 - Fri. 1982 - Sat. 1983 - Sun. 1984 - Tue. 1985 - Wed. 1986 - Thu. 1987 - Fri. 1988 - Sun. 1989 - Mon. 1990 - Tue. 1991 - Wed. 1992 - Fri. 1993 - Sat. 1994 - Sun. 1995 - Mon 1996 - Wed. 1997 - Thu. 1998 - Fri. 1999 - Sat. 2000 - Mon. 2001 - Tue. 2002 - Wed. 2003 - Thu. 2004 - Sat. 2005 - Sun. 2006 - Mon. 2007 - Tue. 2008 - Thu. 2009 - Fri. 2010 - Sat. 2011 - Sun. 2012 - Tue.
No. last answer said no, but it is supposed to take 72 hrs, so Friday to sat is 1 day, sat to sun is 2 days, and sun to mon is 3 days, tues would be the fourth day. you should be safe.
Mon. Tues. Wed. Thurs. Fri. Sat. Sun.
S
9pm Mon-Thurs 10pm Fri & Sat 8pm Sun
Mon-Fri: 8AM-8PM Sat-Sun: 9AM-5PM
MON-FRI: 7am - 5pm SAT - SUN: 10.30am - 4pm
MON-FRI: 9am - 5pm / SAT - SUN: 10am - 4pm