Final Answer:
The simplified expression for
Explanation:
To simplify the expression we can break it down into three separate terms in the numerator, each divided by This results in Each term can be simplified individually.
The first term can be expressed as the second term can be written as and the third term simplifies to Therefore, the fully simplified expression is
Understanding how to simplify expressions involving exponentials is crucial in calculus and mathematical analysis. This process involves manipulating terms to make them more manageable and revealing underlying patterns or relationships. In this case, breaking down the expression into individual terms facilitates the simplification process and provides a clear form for further analysis or interpretation.