You are an inventory analyst preparing a supply chain report. Your current stock of a critical component is 168 units, and the baseline requirement is 112 units. To present the current stock as a percentage of the baseline to your manager, you must answer the question: '168 is what percent of 112?'. Arrange the following mathematical steps in the correct chronological order to recall how to translate and solve this percent equation.

A project manager is reviewing team productivity for the week. The team's target was 112 billable hours, but they actually logged 168 hours. To calculate the performance percentage, the manager must solve the problem: '168 is what percent of 112?'. Which equation correctly translates this sentence into a mathematical form where $p$ represents the unknown percentage?

A sales manager is analyzing quarterly performance. The team produced 168 units this quarter, compared to a baseline of 112 units. To calculate the performance percentage, the manager translates the following statement into a mathematical equation: "168 is what percent of 112?"

Match each component of the sentence to its correct role or symbol in the mathematical translation.

An inventory analyst is comparing current stock levels to a target baseline. The current stock is 168 units, and the baseline requirement is 112 units. To report the current stock as a percentage of the baseline, the analyst solves the problem: '${}168$ is what percent of ${}112$?' The final result is ____%.

A production manager is calculating an efficiency rating and determines that 168 units were produced when the target was 112 units. To find the percentage, the manager translates the problem as '168 is what percent of 112?'. After solving for the decimal value, the manager obtains 1.5. True or False: To convert this decimal to the final percentage form, the value 1.5 must be multiplied by 100.