How should you complete a formula if the remaining operations are of the same priority?

When completing a formula where the remaining operations are of the same priority, the appropriate approach is to solve from left to right. This is a fundamental principle in order of operations, often summarized by the acronym PEMDAS (Parentheses, Exponents, Multiplication and Division, Addition and Subtraction), which dictates the sequence of calculations to ensure consistency and accuracy.

In scenarios where multiple operations of equal priority appear in a formula, like addition and subtraction or multiplication and division, performing them from left to right ensures that each calculation is handled sequentially as they appear. This method avoids ambiguity and allows for clear and systematic processing of the equation.

Other methods mentioned, such as calculating operations in parentheses or prioritizing exponents, do not apply when the operations left are of the same rank. Doing so in those contexts could lead to miscalculations and incorrect outcomes. Therefore, following the left-to-right rule for operations of equal precedence is crucial for correct problem-solving in mathematics.