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If a father is now five times as old as his son how many years ago was the son 2 years old and the father 34?
4.4 years ago...
Two years ago father was three times as old as his son and two years hence twice his age will be equal to five times that of his son Find their present age.?
Age of the father is 20. Pretty young to be a father. Son is 8 years old. The equations are as folllows: x-2 = 3 (y-2) 2x = 5y Cheers
Adding 2 yrs to the age of a boy would make him a quarter of his father's age Five years ago his father was one year less than ten times his son's age?
Well, well, well, looks like we've got a little math puzzle on our hands. Let's break it down: if adding 2 years to the boy's age makes him a quarter of his father's age, and five years ago the father was one year less than ten times his son's age, then the boy is currently 10 years old and the father is 40. Math never lies, darling.
How to use the word incarcerated in a sentence?
My father was incarcerated for 2 years for violating his probation.
What is five times five times five times five times five?
55 = 3125
In five years time you will be three times as old as you were three years ago how old are you now?
seven
Sam's father is five years older than Sam's grandfather how can this be?
because i said so : P
Can a child inherit any money if their father died five years ago?
It depends on the conditions of the estate, and or will,
How many times does the planet Mercury rotate on its axis in five years?
7.5
How old is Penny now if in ten years she will be 3 times her current age?
Penny is five years old. In 10 years she will be 15, which is three times her current age.
How do you write 5 to the power of 5 in words?
Five to the fifth power, or five times five times five times five times five.
What is the sum of a father and sons ages is 45 years five years ago the father was six times as old as his son what are their present ages?
Let the father's age be ( F ) and the son's age be ( S ). According to the problem, we have the equations: ( F + S = 45 ) ( F - 5 = 6(S - 5) ) From the second equation, we can express ( F ) in terms of ( S ) and substitute into the first equation. Solving these equations gives ( F = 30 ) and ( S = 15 ). Thus, the father is currently 30 years old, and the son is 15 years old.
