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Two airplanes are performing at an air show. Plane A travels along the path shown and, for the instant under consideration, has a speed of 277 mi/hr that is increasing at a rate of 4.9 mi/hr every second. Meanwhile, plane B executes a vertical loop at a constant speed of 158 mi/hr. Determine the velocity and acceleration which plane B appears to have to the pilot in plane A at the instant represented.

Two airplanes are performing at an air show. Plane A travels along the path shown and, for the instant under consideration, has a speed of 277 mi/hr that is increasing at a rate of 4.9 mi/hr every second. Meanwhile, plane B executes a vertical loop at a constant speed of 158 mi/hr. Determine the velocity and acceleration which plane B appears to have to the pilot in plane A at the instant represented.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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Two airplanes are performing at an air show. Plane A travels along the path shown and, for the instant under consideration, has a speed of 277 mi/hr that is increasing at a rate of 4.9 mi/hr every second. Meanwhile, plane B executes a vertical loop at a constant speed of 158 mi/hr. Determine the velocity and acceleration which plane B appears to have to the pilot in plane A at the instant represented. Assume r= 485 ft, p = 49°, 0 = 49°. B -x Part 1 Find the velocities of A and B. Answers: VA = i+ i j) ft/sec VB = (i i+ i j) ft/sec2
Transcribed Image Text:Two airplanes are performing at an air show. Plane A travels along the path shown and, for the instant under consideration, has a speed of 277 mi/hr that is increasing at a rate of 4.9 mi/hr every second. Meanwhile, plane B executes a vertical loop at a constant speed of 158 mi/hr. Determine the velocity and acceleration which plane B appears to have to the pilot in plane A at the instant represented. Assume r= 485 ft, p = 49°, 0 = 49°. B -x Part 1 Find the velocities of A and B. Answers: VA = i+ i j) ft/sec VB = (i i+ i j) ft/sec2
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Part 2 Find the accelerations of A and B. Answers: aa = ( i i+ i j) ft/sec (i i+ i j) ft/sec? ag =
Transcribed Image Text:Part 2 Find the accelerations of A and B. Answers: aa = ( i i+ i j) ft/sec (i i+ i j) ft/sec? ag =
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