Question 9The two cars A and B enter a variable banked turn - a concept shown in the figure. Car A is on the unbanked position of the track and its normal acceleration is limited to 0.87g. Car B is on the banked portion of the track and its normal acceleration is limited to 1.03g. They cross line C-C simultaneously, and each car has the speed corresponding to their respective maxima in the turn. Determine the elapsed time for each car between its two crossings of line C-C. What is the relative position of the two cars as the second car exits the turn? Assume no speed changes throughout. Answers:Time for car A,ta =iTime for car B,tg =Distance between cars, As = The two cars A and B enter a variable banked turn -a concept shown in the figure. Car A is on the unbanked position of the track and itsnormal acceleration is limited to 0.87g. Car B is on the banked portion of the track and its normal acceleration is limited to 1.03g. Theycross line C-C simultaneously, and each car has the speed corresponding to their respective maxima in the turn. Determine the elapsedtime for each car between its two crossings of line C-C. What is the relative position of the two cars as the second car exits the turn?Assume no speed changes throughout.a84 m74 maB

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Answered: The two cars A and B enter a variable…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Question 9

The two cars A and B enter a variable banked turn - a concept shown in the figure. Car A is on the unbanked position of the track and its normal acceleration is limited to 0.87g. Car B is on the banked portion of the track and its normal acceleration is limited to 1.03g. They cross line C-C simultaneously, and each car has the speed corresponding to their respective maxima in the turn. Determine the elapsed time for each car between its two crossings of line C-C. What is the relative position of the two cars as the second car exits the turn? Assume no speed changes throughout.

Answers:
Time for car A,
ta =
i
Time for car B,
tg =
Distance between cars, As =

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