- #1
K Sengupta
- 113
- 0
(A) Determine all possible values of R that yields multiple solutions to the equation:
2^P – 3^Q = R; where P, Q and R are all positive integers.
(B) Determine all possible values of R that yields multiple solutions to the equation:
2^P – 3^Q = R; where P, Q are positive integers, but R is a negative integer.
2^P – 3^Q = R; where P, Q and R are all positive integers.
(B) Determine all possible values of R that yields multiple solutions to the equation:
2^P – 3^Q = R; where P, Q are positive integers, but R is a negative integer.