Problema Solution
Six years ago, Freddy was twice the age of Lorena. Now the sum of their ages is 45. How many years older than Lorena is Freddy?
Answer provided by our tutors
Let
x = the present age of Freddy
y = the present age of Lorena
x > y
Six years ago, Freddy was twice the age of Lorena:
x - 6 = 2*(y - 6)
Now the sum of their ages is 45:
x + y = 45
We have the following system of equations:
x - 6 = 2*(y - 6)
x + y = 45
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x = 28 years
y = 17 years
28 - 17 = 9 years
Freddy is 9 years older than Lorena.