As a logistics coordinator, you are preparing 6 identical shipment crates. Each crate contains a base piece of equipment weighing $x$ kilograms and additional packaging materials weighing 7 kilograms. The total weight is modeled by the expression ${}6(x + 7)$. If you recall the steps of the Distributive Property to simplify this expression for your shipping manifest, what is the correct simplified expression?

A logistics manager is calculating the total weight of 6 identical shipment crates. Each crate contains a machine part weighing $x$ kilograms and additional packaging material weighing 7 kilograms. The total weight is modeled by the expression ${}6(x + 7)$. True or False: When simplified using the Distributive Property, this expression is equivalent to ${}6x + 7$.

A regional logistics manager is calculating the total weight of 6 identical shipment containers. Each container holds a main unit weighing $x$ kilograms and 7 kilograms of support equipment, modeled by the expression ${}6(x + 7)$. Match each component of the Distributive Property simplification process with its corresponding mathematical value based on this scenario.

A catering manager is calculating the total weight of supplies needed for ${}6$ upcoming events. Each event requires $x$ pounds of standard ice and ${}7$ pounds of dry ice, represented by the expression ${}6(x + 7)$. According to the Distributive Property, when the manager distributes the multiplier to both terms to simplify the expression for a supply report, the result is ${}6x +$ ____.

A facility manager is preparing 6 safety kits for a regional warehouse. Each kit contains a fire extinguisher weighing $x$ pounds and a first-aid module weighing 7 pounds. The total weight is represented by the expression ${}6(x + 7)$. Arrange the following steps in the correct order to simplify this expression using the Distributive Property for the shipping manifest.