How to Solve Exponential Equations in Simple Steps

Exponential equations might seem complicated, but they’re easy to solve once you know the steps. Let’s look at an example.

Problem:
Solve $2^{x+1} = 32$.

Solution:

1. Write 32 as a power of 2: Exponential Equations
   $32 = 2^5$
2. Set the exponents equal to each other:
   $x + 1 = 5$
3. Solve for $x$:
   $x = 4$

Conclusion:
When solving exponential equations, rewrite the numbers with the same base and compare the exponents.