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4 votes
$17, 404.09

First, find the area of each room and add them together to get the total square footage. 108 + 600 + 1125 + 192 + 192 + 280 = 2,497 square feet. The total cost of the flooring per sq. ft. is $5.48 + $1.49 = $6.97. 2,497 x $6.97 = $17, 404.09.

1 Answer

2 votes

Final answer:

The question pertains to calculating the total square footage of various rooms and then determining the total cost of flooring for those areas, which falls under the Mathematics subject, specifically algebra and geometry, at the High School level.

Step-by-step explanation:

The question revolves around a problem generally found in the mathematics subject area, specifically within the domain of algebra and geometry as it involves calculating the area of multiple rooms and determining the total cost of flooring material required for the aforementioned areas. It corresponds to a high school level problem due to the algebraic manipulation and understanding of geometry required to determine areas and costs.

The task involves two steps: First, finding the total square footage of a house by adding up the areas of each room, and second, calculating the total cost of flooring by multiplying the total area by the cost per square foot. These steps are typical of questions that test a student's ability to apply mathematical concepts to real-world problems, particularly in the context of home improvement or construction-related scenarios.

It's important to emphasize that when we're dealing with measurements and costs, percentages and uncertainties might be introduced. For instance, if an area has an uncertainty of 3 percent, expressed as an area, this should be taken into consideration when doing precise calculations. Likewise, percentage increases or discounts might affect the final cost of an item or service, such as installing flooring.

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