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A building owner has regulations for the business signs displayed on the front and back of the building. In order to make the signs visible from the street and the nearby freeway, the logo for each business sign must have the criteria shown: • a maximum area of 40 square feet a minimum width of 4 feet Parkside Printing hires a sign company to design a new. logo for a sign which will hang on the building. The first two designs submitted are shown. Logo 1 RKS In PAINTING Scale: 1 in = 7 ft Logo 2 PARKSIDE Pristing + Scale: 1 in = 6 ft 7121 in 1 DAVID 1 10 The Chocolate Shoppe has a rectangular logo for their business that measures 3- feet tall with an area that is exactly the maximum area allowed by the building owner. Create an equation that could be used to determine L, the unknown side length of the logo. t ☑ 123L 456 8 9 7 N​

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Answer: This equation can be used to calculate the unknown side length (L) that satisfies the criteria of having a maximum area of 40 square feet and a height of 3 feet for The Chocolate Shoppe's logo.

Step-by-step explanation:  

To create an equation that can be used to determine the unknown side length (L) of the rectangular logo for The Chocolate Shoppe, which has a maximum area of 40 square feet and a height of 3 feet, we can follow these steps:

1. Determine the area of a rectangle:

- The area of a rectangle is given by the formula: Area=length*Width .

- Given that the height is 3 feet and the maximum area allowed is 40 square feet, we have: 3L=40.

2. Write the equation for determining the unknown side length (L):

- The equation to determine the unknown side length (L) of the rectangular logo can be written as: 3L=40 .

This equation can be used to calculate the unknown side length (L) that satisfies the criteria of having a maximum area of 40 square feet and a height of 3 feet for The Chocolate Shoppe's logo.

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