Solve the equations for ` x and y:(3x)^(log3)=(4y)^(log 4), 4 ^(log x) = 3 ^(log y)`.

Explanation

To solve the equations \( (3x)^{\log 3} = (4y)^{\log 4} \) and \( 4^{\log x} = 3^{\log y} \), we will follow these steps:

### Step 1: Take logarithm of both sides of the first equation
Starting with the first equation:
\[ (3x)^{\log 3} = (4y)^{\log 4} \]
Taking logarithm on both sides:
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