how about this...
It is so relevant, that if you don't follow the order of operation you get the wrong answer.
It is so relevant, that if you don't follow the order of operation you get the wrong answer.
To simplify a polynomial using the order of operations, follow these steps:
1. Deal with parentheses: Begin by simplifying any expressions within parentheses, starting from the innermost and working outward.
2. Evaluate exponents: Next, calculate any exponents or powers in the expression. A polynomial may contain variables raised to various powers.
3. Multiply and divide: Proceed to perform any multiplications and divisions, following the left-to-right order. This step involves simplifying all terms with coefficients and variables.
4. Add and subtract: Finally, perform the addition and subtraction operations in the polynomial, again following the left-to-right order. This step involves combining the like terms to obtain the final simplified polynomial.
By carefully adhering to the order of operations, the result will be a simplified polynomial that accurately represents the original expression. Failing to follow the correct order of operations may lead to erroneous simplifications and incorrect results.