Final answer:
Maxine's rule for the oldest person she is willing to date involves subtracting 7 from her current age and then doubling the result. It is not directly related to adding or subtracting 14 years, nor doubling her age.
Step-by-step explanation:
According to Maxine's rule for determining the age of the oldest person she is willing to date, you would first subtract 7 years from your current age and then double the remaining number. This can be expressed as a two-step mathematical process:
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Therefore, the age of the oldest person Maxine would date is not simply your current age minus 14 years (Option A), not your current age plus 14 years (Option B), nor your current age minus 7 years (Option C), and certainly not your current age multiplied by 2 (Option D).
For example, if Maxine is 30 years old, subtracting 7 from her current age would give 23. Doubling that number would result in 46, which is the age of the oldest person she is willing to date according to her rule.