Let your age last year be ( x ). Since last year your age was divisible by 9, we can express it as ( x = 9k ) for some integer ( k ). Next year, your age will be ( x + 2 ), which must be divisible by 8, so ( x + 2 = 8m ) for some integer ( m ). Solving the equations ( 9k + 2 = 8m ) and checking values, you find that you are 62 years old.
Rodger is 4 years old,Roger is 4, his sister is 2, last year Roger was 3 and his sister was 1.
If you were born between 1900 and 1999, then: your age on your birthday this year will be 2011 - (1900 + d), where d is given by the last two digits of the year you were born. Since 2011 - (1900 + d) = (2011 - 1900) - d, when you add your age this year to the last two digits of the year you were born the result is (2011 - 1900) - d + d = 2011 - 1900 = 111.
The answer depends on where the man is. National statistical organisations publish age-and gender-specific mortality rates.
The answer is "Magic Year" or "Magic Birthday". During that year, things are supposed to go especially well for you.
Let your age last year be ( x ). Since last year your age was divisible by 9, we can express it as ( x = 9k ) for some integer ( k ). Next year, your age will be ( x + 2 ), which must be divisible by 8, so ( x + 2 = 8m ) for some integer ( m ). Solving the equations ( 9k + 2 = 8m ) and checking values, you find that you are 62 years old.
7
yes
At age 14 , next year, 2012
will the age limit change in 2009?
he is 17 turning 18 next year
You are 48 years old. this year: 48/8=6 next year: 49/7=7
in the age of the dinosaurs
You're 11 in your first year and 17 in your last year.
4
When your age matches the last two digits of your birth year, it is often referred to as a "unique age" or "magic age." This phenomenon typically occurs once in a person's lifetime, specifically when they reach the age of 12 or 13 years old, depending on the year they were born. For example, someone born in 2005 would be 13 years old in 2018, matching the last two digits of their birth year.
It depends of the age, there isn't a specific time that it has to last.