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Two People Are on a Ride Where the Inside Cars $\omega$

Question 46

Multiple Choice

Two people are on a ride where the inside cars rotate at constant angular velocity three times the constant angular velocity of the outer cars. If the two cars are in line at t = 0, and moving at 3 $\omega$ and $\omega$ respectively, at what time will they next pass each other?

A) t = 0.
B) t = $Two people are on a ride where the inside cars rotate at constant angular velocity three times the constant angular velocity of the outer cars. If the two cars are in line at t = 0, and moving at 3 \omega and \omega respectively, at what time will they next pass each other? A) t = 0. B) t = . C) t = . D) t = . E) t = .$ .
C) t = $Two people are on a ride where the inside cars rotate at constant angular velocity three times the constant angular velocity of the outer cars. If the two cars are in line at t = 0, and moving at 3 \omega and \omega respectively, at what time will they next pass each other? A) t = 0. B) t = . C) t = . D) t = . E) t = .$ .
D) t = $Two people are on a ride where the inside cars rotate at constant angular velocity three times the constant angular velocity of the outer cars. If the two cars are in line at t = 0, and moving at 3 \omega and \omega respectively, at what time will they next pass each other? A) t = 0. B) t = . C) t = . D) t = . E) t = .$ .
E) t = $Two people are on a ride where the inside cars rotate at constant angular velocity three times the constant angular velocity of the outer cars. If the two cars are in line at t = 0, and moving at 3 \omega and \omega respectively, at what time will they next pass each other? A) t = 0. B) t = . C) t = . D) t = . E) t = .$ .

Two People Are on a Ride Where the Inside Cars ω \omega ω

Multiple Choice

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Two People Are on a Ride Where the Inside Cars $\omega$

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