A retail manager is reviewing a loss-prevention report that uses the formula 8(-9) / (-2)^3 to calculate quarterly shrinkage. According to the standard order of operations, which part of the expression must be evaluated first?

A quality control inspector is using the formula 8(-9) / (-2)^3 to calculate a deviation score. True or False: When evaluating the exponent (-2)^3, the result is a negative value because the exponent is odd.

A quality control analyst is reviewing a performance report that uses the mathematical expression $8(-9) \div (-2)^3$ to calculate a deviation score. To verify the report's accuracy, match each part of the calculation with its correct numerical value based on the standard order of operations.

Calculating a Performance Metric

Documentation of Arithmetic Sign Rules

Auditing a Logistics Efficiency Formula

Simplifying $18(-4) \div (-2)^3$

An operations manager is using the formula $8(-9) \div (-2)^3$ to calculate a productivity index. After correctly evaluating the exponent and the multiplication, the manager arrives at the final division step: $-72 \div (-8)$. Which arithmetic rule should the manager recall to determine the sign of the final result?

A logistics coordinator is using the formula $8(-9) \div (-2)^3$ to calculate a net inventory adjustment. To begin simplifying the expression according to the order of operations, the coordinator must evaluate the exponent $(-2)^3$. Which of the following correctly represents the expanded form of $(-2)^3$?

Simplifying $12(-9) \div (-3)^3$

Evaluate $8(-9) \div (-2)^3$: _____

Order the steps to simplify $8(-9) \div (-2)^3$