Convert the expression into its technology formula equivalent as in the table in the text.

e4x + 4
4

The expression \( e^{4x} + 4 \) written in technology formula equivalent (such as in calculators, spreadsheets, or programming languages) would typically be represented as:

```
exp(4*x) + 4
```

Here:
- \( e^{4x} \) is expressed as `exp(4*x)`, using the `exp()` function to represent the exponential function.
- The constant \( 4 \) remains the same.

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Here are 5 related questions to expand your understanding:
1. How do you differentiate the function \( e^{4x} + 4 \)?
2. What is the result of integrating \( e^{4x} + 4 \)?
3. How would you plot \( e^{4x} + 4 \) in a graphing tool?
4. How does \( e^{4x} \) behave as \( x \to \infty \)?
5. What is the Taylor series expansion of \( e^{4x} \)?

**Tip:** When using calculators or software for exponentials, remember to use `exp(x)` for the natural base \( e \).

Convert the expression into its technology formula equivalent as in the table in the text.

\(e^{4x} + 4\)

Understand how to convert the exponential expression \(e^{4x} + 4\) into its technology formula equivalent, commonly used in calculators, spreadsheets, and programming languages. Learn the representation of exponential functions and algebraic expressions, suitable for students in Grades 10-12.

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