Questions: =-3 e^x cdot e^x

Solution Steps

1. Combine the exponents of the same base \( e \).
2. Simplify the expression to a single exponential term.
3. Evaluate the simplified expression.

The original expression is given by

\[ -3 e^{x} \cdot e^{x} \]

Using the property of exponents \( e^{a} \cdot e^{b} = e^{a+b} \), we can combine the exponents:

\[ -3 e^{x} \cdot e^{x} = -3 e^{2x} \]

The expression simplifies to

\[ -3 e^{2x} \]

This is the final simplified form of the original expression.

Final Answer