On one occasion, when they asked actress Geena Davis about her age, she answered the following:

- I am the same age I was at birth plus the years since then.
- When my niece is the same age as I am now, our ages together will add 142 years.
- I am twice as old as I was when my age was half of what I am now.
- I am eleven years older than when I was the same age as now with a cousin of mine who is eleven years younger than me.
- When my nephew is the age I am now, our ages together will add 133 years.
- I am two years older than a friend of mine who is two years younger than a cousin of his age.
- I am four times how old my nephew was when I was how old he is now.

**How old is Geena Davis?**

#### Solution

We have enough with affirmations 5 and 7 to solve the problem

If we call **G** like Geena's age and **S** at the age of the nephew, we get the following equations:

133 = G + G + G - S

Y

4 * (S - (G - S)) = G

two variables with two equations ... that when stirring gives us G = **56 years old**.