A rectangle is fenced off for a robot competition. The dimensions of the competition area are 35 feet by 25 feet. To help track the robots, the southwest vertex of the rectangle is assigned coordinates (0,0) and the northeast vertex is assigned coordinates (35, 25). The robot that traveled the farthest distance began at (3,18) and moved in a linear path for 5 seconds. After 5 seconds, the robot's position was at (31, 6). The robot traveled approximately feet after 5 seconds. Round your 6. answer to the nearest tenth. The approcimate average speed of the winning robot is feet per second. cies that describe the triangular region.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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A rectangle is fenced off for a robot competition. The dimensions of the
competition area are 35 feet by 25 feet. To help track the robots, the southwest
vertex of the rectangle is assigned coordinates (0,0) and the northeast vertex is
assigned coordinates (35, 25).
The robot that traveled the farthest distance began at (3,18) and moved in a
linear path for 5 seconds. After 5 seconds, the robot's position was at (31, 6).
The robot traveled approximately
feet after 5 seconds. Round your
answer to the nearest tenth.
The approcimate average speed of the winning robot is
feet per second.
cies that describe the triangular region.
10:2
Transcribed Image Text:A rectangle is fenced off for a robot competition. The dimensions of the competition area are 35 feet by 25 feet. To help track the robots, the southwest vertex of the rectangle is assigned coordinates (0,0) and the northeast vertex is assigned coordinates (35, 25). The robot that traveled the farthest distance began at (3,18) and moved in a linear path for 5 seconds. After 5 seconds, the robot's position was at (31, 6). The robot traveled approximately feet after 5 seconds. Round your answer to the nearest tenth. The approcimate average speed of the winning robot is feet per second. cies that describe the triangular region. 10:2
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