Determine the base of the logarithm.

Step 1: Determine the base of the logarithm.
The notation "Log" without a subscript can sometimes be ambiguous. However, given the presence of $2^x$ in the equation and the expectation of a solvable problem, we will assume the base of the logarithm is 2.
The equation is $\text{Log}_2 x^4 + \text{Log}_2 2^x = 3$.

Step 2: Apply the power rule of logarithms.
The power rule states that $\text{Log}_b A^p = p \text{Log}_b A$.
Apply this rule to both terms:

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