Step 2: Simplify the terms in the equation.
First, consider $$(e^x)^3$$. Using the exponent rule $$(a^b)^c = a^{bc}$$, we have $$(e^x)^3 = e^{x \cdot 3} = e^{3x}$$.
Step 3: Next, consider $$e^{\ln 1}$$.
We know that $$\ln 1 = 0$$.
So, $$e^{\ln 1} = e^0$$.
Any
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