We denote that at 3:15 you are in 0 degree/radians,3 if you will continue to observe the movement of the clock, what is the distance in radians that the clock covers when it stops at :
3:35
3:50
4:10
4:25
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We denote that at 3:15 you are in 0 degree/radians,3 if you will continue to observe the movement of the clock, what is the distance in radians that the clock covers when it stops at :
3:35
3:50
4:10
4:25
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Answer:
We denote that at 3:15 you are in 0 degree/radians, if you will continue to observe the movement of the clock, what is the distance in radians that the minute hand of the clock covers when it stops at 3:50?
Solution: 3:50–3:15 = 35 minutes.
In 60 minutes the minute hand cover 2π radians. So, in 35 minutes it covers 35*2π/60 = 7π/6 radians. Answer.