An inventory manager is calculating the total cost of a shipment containing $y$ replacement parts, where each part costs exactly ${}7$ dollars. To represent the total cost, the manager needs to write an expression for 'the product of ${}7$ and $y$.' Which of the following is the correct algebraic representation of this phrase?

An inventory clerk is updating a spreadsheet formula and encounters the phrase 'the product of ${}7$ and $y$'. The correct algebraic expression for this phrase is ${}7 + y$.

An inventory manager at a warehouse is calculating the total value of $y$ toolsets, where each set is priced at exactly ${}7$ dollars. The manager records this total value as 'the product of ${}7$ and $y$.' To enter this calculation into a spreadsheet formula, the manager should write the algebraic expression as ____.

Translating Logistics Inventory Phrases

A warehouse manager is calculating the total cost of $y$ safety kits, each priced at exactly ${}7$ dollars. To describe this calculation in a budget report, the manager uses the phrase 'the product of ${}7$ and $y$.' Match each component of the phrase or its mathematical representation with the correct description.

Spreadsheet Formulation for Warehouse Logistics

A billing analyst is creating a spreadsheet formula to calculate a customer's monthly support fee. The service contract defines the fee as 'the product of ${}7$ and the number of active users ($y$).' To translate this verbal business requirement into a clean algebraic expression, arrange the steps of the translation process in the correct order from start to finish.