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Finding the Inverse Log

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Problems 3

If 4w=54^w = 54w=5, 5x=65^x = 65x=6, 6y=76^y = 76y=7, and 7z=87^z=87z=8, compute w⋅x⋅y⋅zw \cdot x \cdot y \cdot zw⋅x⋅y⋅z.
If 2=log⁡6(x)2 = \log_6(x)2=log6(x), find xxx.
Which values of xxx are solutions to this equation? x=log⁡2(3x−1)x = \log_2(3x - 1)x=log2(3x−1)