On a certain mountain, the elevation z above a point (x,y) in an xy-plane at sea level is z = 2000 −0.02x2−0.04y2, where x, y, and z are in meters. The positive x-axis points east, and the positive y-axis north. Stephie is at the point (20,5,1991). (a) If Stephie uses a compass reading to walk northeast, will she ascend or descend? At what rate?
On a certain mountain, the elevation z above a point (x,y) in an xy-plane at sea level is z = 2000 −0.02x2−0.04y2, where x, y, and z are in meters. The positive x-axis points east, and the positive y-axis north. Stephie is at the point (20,5,1991). (a) If Stephie uses a compass reading to walk northeast, will she ascend or descend? At what rate?
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On a certain mountain, the elevation z above a point (x,y) in an xy-plane at sea level is z = 2000 −0.02x2−0.04y2, where x, y, and z are in meters. The positive x-axis points east, and the positive y-axis north. Stephie is at the point (20,5,1991). (a) If Stephie uses a compass reading to walk northeast, will she ascend or descend? At what rate?
![W
NW
www
WSW
SW
NNW
SSW
N
S
NNE
SSE
NE
ENE
ESE
SE
E
Figure 1: Compass Directions](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb964d54d-49fe-47d8-9706-32fb3973e3a9%2Ffc8f87c4-1c23-4700-ac2a-9f5160ac1538%2Fqkuldhp_processed.jpeg&w=3840&q=75)
Transcribed Image Text:W
NW
www
WSW
SW
NNW
SSW
N
S
NNE
SSE
NE
ENE
ESE
SE
E
Figure 1: Compass Directions
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