Final answer:
The cost to fence a rectangular piece of land with an area of 11,250 square feet and a width of 90 feet, at $2 per foot, would be $860, but this answer is not one of the provided options, suggesting a possible error in the question or choices.
Step-by-step explanation:
The student asked about the cost to fence a rectangular piece of land with a given area and width. To find the cost, we first need to determine the total length of the fence required. Since we know the area (11,250 square feet) and the width (90 feet), we can calculate the length of the land using the formula for the area of a rectangle (Area = Length × Width).
The length of the piece of land is Area / Width, which gives us 11,250 square feet / 90 feet = 125 feet. Now, to find the total length of the fence, we must consider both the length and the width of the rectangle. Therefore, the total fence length will be 2 × (Length + Width) = 2 × (125 feet + 90 feet) = 2 × 215 feet = 430 feet.
The cost of the fence is calculated by multiplying the total length of the fence by the cost per foot. Therefore, the cost is 430 feet × $2 per foot = $860. This value, however, is not one of the provided options, indicating there might be an error in the given choices or in the interpretation of the question.