Assume that Jocoro Provincial Park occupies an area modeled by the domain D. This domain is bordered by the coordinate axes and the lines y = 60 and y = 180 – 2x (where units are in kilometers). Furthermore, assume that snow depth measurements (in meters) were taken over the park on May 1 and there was no snow east of Highway 55 (i.e., for x > 80). Otherwise, the snow depth measurements are modeled by the function d(x, y) = -0.005x + 0.004y + 0.9. Estimate the volume of the snowpack in the park in cubic meters. (Round your answer to three decimal places.) V = billion m³

Calculus: Early Transcendentals
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Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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Assume that Jocoro Provincial Park occupies an area modeled by the domain D. This domain is bordered by the coordinate axes
and the lines y =
60 and y = 180 – 2x (where units are in kilometers). Furthermore, assume that snow depth measurements (in
meters) were taken over the park on May 1 and there was no snow east of Highway 55 (i.e., for x > 80). Otherwise, the snow
depth measurements are modeled by the function d(x, y) = -0.005x + 0.004y + 0.9. Estimate the volume of the snowpack in
the park in cubic meters.
(Round your answer to three decimal places.)
3
V =
billion m
Transcribed Image Text:Assume that Jocoro Provincial Park occupies an area modeled by the domain D. This domain is bordered by the coordinate axes and the lines y = 60 and y = 180 – 2x (where units are in kilometers). Furthermore, assume that snow depth measurements (in meters) were taken over the park on May 1 and there was no snow east of Highway 55 (i.e., for x > 80). Otherwise, the snow depth measurements are modeled by the function d(x, y) = -0.005x + 0.004y + 0.9. Estimate the volume of the snowpack in the park in cubic meters. (Round your answer to three decimal places.) 3 V = billion m
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