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Challenge problems involving logarithmic equations requiring algebraic solving techniques.

Two logarithmic equations to solve: log₂(x) - log₂(√x - 1) = 2 and log₅(x - 3) = log₅(√x + 3)

Two logarithmic equations to solve: log₂(x) - log₂(√x - 1) = 2 and log₅(x - 3) = log₅(√x + 3)

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Final Answer:
25. $ x = 4 $
26. $ x = 6 $

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