To convert the expression e^(4x) + 4 to its equivalent technology formula, let's express it using a format typically used in calculators or programming languages:

The expression provided is:

$e^{4x} + 4$

Technology Formula Equivalent:

In many technology platforms (such as calculators or coding environments), exponents are written using exp() for natural exponentials, or using the ^ symbol for powers.

Thus, the formula would be:

exp(4x) + 4

This would be the equivalent representation in a technology formula.

Would you like more details or have any questions?

Here are five questions related to exponential expressions:

1. How does the derivative of $e^{4x}$ compare to the original function?
2. How would you solve $e^{4x} + 4 = 0$?
3. What happens if you change the base of the exponent from $e$ to another number?
4. How do you evaluate $e^{4x}$ for specific values of $x$?
5. What is the inverse function of $e^{4x} + 4$?

Tip: When dealing with exponential expressions in programming, always ensure that your platform uses the correct syntax for exponents (e.g., exp() or ^).