As a logistics coordinator, you are calculating a supply adjustment multiplier using the formula $\frac{7(-1)+9(-3)}{-5(3)-2}$. Recalling the standard order of operations to simplify expressions with fraction bars, what are the values of the numerator and the denominator right before performing the final division?

A retail manager is calculating a performance adjustment score using the formula $\frac{7(-1)+9(-3)}{-5(3)-2}$. Based on the step-by-step simplification provided for this expression, match each component of the calculation to its corresponding value.

A project manager is calculating a 'Resource Variance Index' using the formula $\frac{7(-1)+9(-3)}{-5(3)-2}$. Based on the standard procedure for simplifying expressions with a fraction bar, arrange the following steps in the correct order to find the final index value.

A warehouse supervisor is calculating a 'Shift Productivity Multiplier' using the expression $\frac{7(-1)+9(-3)}{-5(3)-2}$. True or False: According to the worked example for this expression, the final simplified value of this multiplier is 2.

Recalling the Resource Adjustment Calculation

A veterinary clinic manager is tracking the change in customer satisfaction scores across different shifts using the formula $\frac{7(-1)+9(-3)}{-5(3)-2}$.

Following the standard order of operations to evaluate this expression, the manager first simplifies the numerator and the denominator separately.

In the denominator, after calculating the product of -5 and 3, the manager subtracts 2.

What is the resulting simplified integer value of the denominator before the final division is performed?

Auditing the Inventory Variance Factor