The sum of Jocelyn and Joseph's age is 40. In 5 years, Joseph will be twice as Jocelyn's present age. How old are they now?
Let Jocelyn's age be a
Let Joseph's age be b.
We're given two equations:
2(40 - b) = b + 5
80 - 2b = b + 5
To solve this equation for b, we type it in our search engine and we get:
b (Joseph's age) = 25
Now, substitute b = 25 into equation (1) to solve for a:
a = 40 - 25
a (Jocelyn's age) = 15
Let Jocelyn's age be a
Let Joseph's age be b.
We're given two equations:
- a + b = 40
- 2(a + 5) = b + 5
- a = 40 - b
- 2a = b + 5
2(40 - b) = b + 5
80 - 2b = b + 5
To solve this equation for b, we type it in our search engine and we get:
b (Joseph's age) = 25
Now, substitute b = 25 into equation (1) to solve for a:
a = 40 - 25
a (Jocelyn's age) = 15