The Wheel of Fortune is divided into twelve angular sections, each of which is 30 degrees Determine the total number of revolutions when the wheel stops, The deceleration of the wheel has a magnitude of 0.43 rev/sec and the initial angular velocity is 7.10 revisec. 12 11 2. 10 8 5 7. 6 Round off answer to the nearest whole number. Input only the number. Moving to the net question prevents changes to this answer Question 1 of 2

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Question 1
The Wheel of Fortune is divided into twelve angular sections, each of which is 30 degrees. Determine the total number of revolutions when the wheel stops. The deceleration of the wheel has a magnitude of 0.43 rev/sec and the initial angular
velocity is 7.10 rev/sec.
12
1
11
10
3
4
8
7
6
Round off answer to the nearest whole number. Input only the number.
A Moving to the next question prevents changes to this answer.
Question 1 of 2 >
N:VISION
Transcribed Image Text:Question 1 The Wheel of Fortune is divided into twelve angular sections, each of which is 30 degrees. Determine the total number of revolutions when the wheel stops. The deceleration of the wheel has a magnitude of 0.43 rev/sec and the initial angular velocity is 7.10 rev/sec. 12 1 11 10 3 4 8 7 6 Round off answer to the nearest whole number. Input only the number. A Moving to the next question prevents changes to this answer. Question 1 of 2 > N:VISION
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