Final answer:
The question involves establishing relationships between the past and future ages of a mother and son using algebra. The current ages cannot be determined without additional information, but relationships and expressions can still be formed to represent these ages.
Step-by-step explanation:
To solve this problem, we'll need to establish variables for the current ages of the mother and the son. Let's say the son's current age is s and the mother's current age is m. According to the information provided, five years ago, the mother was twice as old as the son.
Which can be written as:m - 5 = 2(s - 5)We're also given that in 6 years, the sum of their ages will be some number we need to determine, which can be written as:(m + 6) + (s + 6)We can't solve for the exact value without additional information, but we can express the sum of their ages in 6 years, using the equation we have established.