As a quality assurance technician for a commercial bakery, you are tasked with verifying the FDA nutritional label for a new brownie product. The laboratory specifications state that a single brownie contains ${}190$ total calories, and ${}76$ of those calories come from fat. Recalling the standard algebraic translation to answer 'What percent of total calories is calories from fat?', which equation correctly sets up this relationship to solve for the unknown percent $p$, and what is the final percentage?

A dietary aide at a healthcare facility is verifying the nutritional content of a brownie that contains 190 total calories and 76 calories from fat. To determine the percent of calories from fat, the aide translates the question 'What percent of 190 is 76?' into an algebraic equation. Match each component of this question to its correct algebraic representation in the equation $p \cdot 190 = 76$.

A labeling specialist at a commercial bakery is verifying the nutritional data for a brownie that contains ${}190$ total calories and ${}76$ calories from fat. Arrange the following steps in the correct order to determine the percent of calories from fat using the standard algebraic method described in the training.

A quality assurance specialist at a commercial bakery is verifying the nutritional content for a brownie that contains 190 total calories and 76 calories from fat. Based on the standard algebraic translation $p \times 190 = 76$, where $p$ represents the unknown percent, the specialist determines that the brownie contains ____% of its calories from fat.

A nutrition technician at a commercial bakery is verifying the labeling for a brownie with 190 total calories and 76 calories from fat. To find the percent of calories from fat, the technician sets up the equation $p imes 190 = 76$. To solve for $p$, the technician must divide both sides of the equation by 190.