Car A is traveling with a constant speed of 60 kph, while Car B is traveling with a constant speed of 50 kph. consider the figure below. 1. which of the following is the correct vector equation to solve the speed of Car B relative to Car A? a. V[A/B] = -V[A] - V[B] b. V[A/B] = V[A] - V[B] c. V[B/A] = V[B] + V[A] d. V[B/A] = -V[B] - V[A]
Car A is traveling with a constant speed of 60 kph, while Car B is traveling with a constant speed of 50 kph. consider the figure below. 1. which of the following is the correct vector equation to solve the speed of Car B relative to Car A? a. V[A/B] = -V[A] - V[B] b. V[A/B] = V[A] - V[B] c. V[B/A] = V[B] + V[A] d. V[B/A] = -V[B] - V[A]
Chapter1: The Study Of Motion
Section: Chapter Questions
Problem 14P: . A long-distance runner has an average speed of 4 m/s during a race. How far does the runner travel...
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Car A is traveling with a constant speed of 60 kph, while Car B is traveling with a constant speed of 50 kph. consider the figure below.
1. which of the following is the correct vector equation to solve the speed of Car B relative to Car A?
a. V[A/B] = -V[A] - V[B]
b. V[A/B] = V[A] - V[B]
c. V[B/A] = V[B] + V[A]
d. V[B/A] = -V[B] - V[A]
2. Find the speed of Car B relative to Car A
![Car B
50 kph
25°
Car
A = 60 kph](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe2b05ae3-70b2-4aa3-9678-9533d1791673%2F946d168b-dd52-42b4-b721-1a09a38c182e%2Fr591qc_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Car B
50 kph
25°
Car
A = 60 kph
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