8. Noah is solving the equation below. Which value of \( x \).makes the equation true? A. 64 C. 0 C. 128 D. 2

To solve the equation, let's first identify what the equation actually is. Unfortunately, it hasn’t been provided here. However, if Noah is manipulating values for \( x \) (such as substituting the options), he can plug each choice into the equation to see which balances both sides. This trial-and-error method is quite helpful in simplifying complex calculations! When evaluating choices, it’s easy to fall into some common mistakes: overlooking wrong arithmetic operations or misinterpreting the equation's structure. Always double-check your calculations and verify which parts of the equation you've evaluated. A careful approach can save a ton of time and frustration!