Problem 2 Civil Engineering students requires them to monitor the traffc safety at a busy intersection. They measwre (with a precision stopwatch) that exactly three seconds after car B passes through the intersection traveling south at ve = 55 mph, minivan A passes through at va = 70 mph on the road that runs at an angle 0 = 60° east of north. The speed of each automobile is constant. Determine (a) the relative velocity (in mph) of B with respect to 4, draw the vector triangles as part of vour answer (b) the change in position (in ft) of B with respect to A during a 10-s interval, (c) the distance (in ft) between the two automobiles 3 s after A has passed through the intersection.

University Physics Volume 1
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ISBN:9781938168277
Author:William Moebs, Samuel J. Ling, Jeff Sanny
Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter2: Vectors
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Problem 2
Civil Engineering students requires them
to monitor the traffic safety at a busy intersection. They measure
(with a precision stopwatch) that exactly three seconds after car B
passes through the intersection traveling south at vg = 55 mph,
minivan A passes through at va = 70 mph on the road that runs at
an angle 0 = 60° east of north. The speed of each automobile is
constant.
VB
Determine
(a) the relative velocity (in mph) of B with respect to A,
draw the vector triangles as part of your answer
(b) the change in position (in fi) of B with respect to A during a 10-s interval,
(c) the distance (in ft) between the two automobiles 3 s after A has passed through the
intersection.
z +
Transcribed Image Text:Problem 2 Civil Engineering students requires them to monitor the traffic safety at a busy intersection. They measure (with a precision stopwatch) that exactly three seconds after car B passes through the intersection traveling south at vg = 55 mph, minivan A passes through at va = 70 mph on the road that runs at an angle 0 = 60° east of north. The speed of each automobile is constant. VB Determine (a) the relative velocity (in mph) of B with respect to A, draw the vector triangles as part of your answer (b) the change in position (in fi) of B with respect to A during a 10-s interval, (c) the distance (in ft) between the two automobiles 3 s after A has passed through the intersection. z +
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