The interior angles of the hexagon are 2x°, ½ x° + 40°, 110°, 130° and 160°. Find the value of the smallest angle A town N is 340 km due west of town G and town K is due west of town N. A helicopter Zebra left G for K at 9.00 am. Another helicopter Bufalo left N for K at 11.00 am. Helicopter Buffalo traveled at an average speed of 20 km/ h faster than Zebra. If both helicopters reached K at 12.30 pm find the sped of helicopter Buffalo.
The interior angles of the hexagon are 2x°, ½ x° + 40°, 110°, 130° and 160°. Find the value of the smallest angle A town N is 340 km due west of town G and town K is due west of town N. A helicopter Zebra left G for K at 9.00 am. Another helicopter Bufalo left N for K at 11.00 am. Helicopter Buffalo traveled at an average speed of 20 km/ h faster than Zebra. If both helicopters reached K at 12.30 pm find the sped of helicopter Buffalo.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:The interior angles of the hexagon are 2x°, ½ x° + 40°, 110°, 130° and 160°. Find the
value of the smallest angle
A town N is 340 km due west of town G and town K is due west of town N. A
helicopter Zebra left G for K at 9.00 am. Another helicopter Bufalo left N for K at
11.00 am. Helicopter Buffalo traveled at an average speed of 20 km/ h faster than
Zebra. If both helicopters reached K at 12.30 pm find the sped of helicopter Buffalo.
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