As an inventory control analyst calculating projected deficits across warehouses, you use the scaling expression $\frac{13}{7}(-14b)$. Recalling the procedural steps for multiplying a positive fraction by a negative integer variable term, what is the fully simplified form of this expression?

A logistics coordinator is calculating a budget adjustment using the expression $\frac{13}{7}(-14b)$. Arrange the following steps in the correct order to simplify this expression according to the standard mathematical procedure.

An inventory analyst is scaling a projected stock deficit using the expression $\frac{13}{7}(-14b)$. Match each part of the expression or its simplification process with the correct description based on the standard procedural steps.

An inventory specialist is scaling a projected stock decrease using the expression $\frac{13}{7}(-14b)$. True or False: According to the standard procedural steps for this calculation, the term $-14b$ is initially written as the fraction $-\frac{14b}{1}$ and then 7 is identified as the common factor to be divided out of the numerator and denominator.

Simplifying Projected Deficits in Operations

Evaluating a Backorder Scaling Expression

A logistics supervisor is scaling a projected warehouse deficit using the algebraic expression $\frac{13}{7}(-14b)$, where $b$ represents the baseline unit volume. To determine the sign of the simplified product before performing calculations, the supervisor recalls that because the two terms have different signs, the final simplified expression must be ____ (positive/negative).