Both my Father and my Father's Grandfather were born in years that can be expressed as [(m)^n - (n)^m], where 'm' and 'n' are both positive integers. In which years were they born ?
(Note: (a)^b implies: 'a' raised to the power of 'b', or 'a' multiplies 'b' number of times).
My Father was born in the year 1927 which can be expressed as:
[(2)^(11) - (11)^(2)] (= 2048 - 121) and my Father's Grandfather was born in the year 1844 which can be expressed as: [(3)^(7) - (7)^(3)] (= 2187 - 343).
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