Property bounded by two perpendicular roads and a stream is shown in the figure. All distances are measured in feet. y 600 (0, 540) (150, 430) (50, 390) (200,425) (250, 360) (300, 275) 400+ (100, 390)...


Property bounded by two perpendicular roads and a stream is shown in the figure. All distances are measured in feet.<br>y<br>600<br>(0, 540)<br>(150, 430)<br>(50, 390)<br>(200,425)<br>(250, 360)<br>(300, 275)<br>400+<br>(100, 390)<br>200<br>(350, 125)<br>(400, 0)<br>200<br>400<br>600<br>(a) Use the regression capabilities of a graphing utility to fit a fourth-degree polynomial to the path of the stream. (Round your coefficients to seven decimal places.)<br>y =<br>(b) Use the model in part (a) to approximate the area of the property in acres. (1 acre =<br>43,560 ft. Round your answer to one decimal place.)<br>acre<br>(c) Use the integration capabilities of a graphing utility to find the length (in ft) of the stream that bounds the property. (Round your answer to one decimal place.)<br>ft<br>

Extracted text: Property bounded by two perpendicular roads and a stream is shown in the figure. All distances are measured in feet. y 600 (0, 540) (150, 430) (50, 390) (200,425) (250, 360) (300, 275) 400+ (100, 390) 200 (350, 125) (400, 0) 200 400 600 (a) Use the regression capabilities of a graphing utility to fit a fourth-degree polynomial to the path of the stream. (Round your coefficients to seven decimal places.) y = (b) Use the model in part (a) to approximate the area of the property in acres. (1 acre = 43,560 ft. Round your answer to one decimal place.) acre (c) Use the integration capabilities of a graphing utility to find the length (in ft) of the stream that bounds the property. (Round your answer to one decimal place.) ft

Jun 11, 2022
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