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.

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 $8(-9) \div (-2)^3$