A girl is three years older than her brother. If their combined age is 35 years, how old is each
Let the girl's age be g. Let the boy's age be b. We're given two equations:
b + b + 3 = 35
To solve for b, we type this equation into our search engine and we get:
b = 16
Now, to solve for g, we plug in b = 16 that we just solved for into equation (1):
g = 16 + 3
g = 19
Let the girl's age be g. Let the boy's age be b. We're given two equations:
- g = b + 3 (Older means we add)
- b + g = 35
b + b + 3 = 35
To solve for b, we type this equation into our search engine and we get:
b = 16
Now, to solve for g, we plug in b = 16 that we just solved for into equation (1):
g = 16 + 3
g = 19