Example of Multiplying $\frac{11}{3}(-9a)$

Example of Multiplying $\frac{13}{7}(-14b)$

A logistics coordinator is calculating a weight adjustment factor for a shipping route. The formula requires multiplying a scaling constant of ${}-\frac{12}{5}$ by a variable adjustment of $-20x$. What is the final simplified expression for this calculation?

An inventory control specialist is calculating a restocking adjustment factor. The task requires multiplying a scale coefficient of ${}-\frac{12}{5}$ by a deviation value of $-20x$. Arrange the following steps in the correct order to simplify this expression according to the standard procedure for multiplying a fraction by an integer.

A logistics supervisor is training new staff to verify automated inventory adjustments. One recurring adjustment uses the formula ${}-\frac{12}{5}(-20x)$. Based on the standard simplification procedure, match each stage of the calculation with its corresponding result or rule.

Simplifying Supply Chain Multipliers

An inventory analyst is adjusting stock levels by multiplying the factor ${}-\frac{12}{5}$ by the term ${}-20x$. Since both the fraction and the integer term are negative, their resulting product will be positive.

An operations manager is calculating a production adjustment by multiplying the scaling factor $-\frac{12}{5}$ by the unit change $-20x$. To evaluate this product according to standard procedures, the manager notes the result will be positive and then rewrites the integer term ${}20x$ as a fraction by placing it over the number ____.

Step-by-Step Multiplication of Fractions and Integers in Business Forecasting