A plane directly above Denver, Colorado, (altitude 1650 meters) flies to Bismark, North Dakota (altitude 550 meters). It travels at 650 km/hour along a line at 8500 meters above the line joining Denver and Bismark. Bismark is about 850 km in the direction 60° north of east from Denver. Find parametric equations describing the plane's motion. Assume the origin is at sea level beneath Denver, that the z-axis points east and the y-axis points north, and that the earth is flat. Measure distances in kilometers and time in hours. F(t) =

Algebra and Trigonometry (MindTap Course List)
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Chapter5: Trigonometric Functions: Right Triangle Approach
Section5.1: Angle Measure
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A plane directly above Denver, Colorado, (altitude 1650 meters) flies to Bismark, North Dakota (altitude 550 meters). It travels at 650 km/hour along a line at 8500 meters above the line joining Denver and Bismark. Bismark is about 850 km in
the direction 60° north of east from Denver. Find parametric equations describing the plane's motion. Assume the origin is at sea level beneath Denver, that the z-axis points east and the y-axis points north, and that the earth is flat. Measure distances
in kilometers and time in hours.
F(t) =
Transcribed Image Text:A plane directly above Denver, Colorado, (altitude 1650 meters) flies to Bismark, North Dakota (altitude 550 meters). It travels at 650 km/hour along a line at 8500 meters above the line joining Denver and Bismark. Bismark is about 850 km in the direction 60° north of east from Denver. Find parametric equations describing the plane's motion. Assume the origin is at sea level beneath Denver, that the z-axis points east and the y-axis points north, and that the earth is flat. Measure distances in kilometers and time in hours. F(t) =
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