If you will continue to observe the movement of the clock, find the distance in radians that the clock covers when it stops at each of the following time: 3:35 3:50 4:10 4:25
Added by Crystal D.
Step 1
Convert the given times to minutes past 3:00. - 3:35 is 35 minutes past 3:00. - 3:50 is 50 minutes past 3:00. - 4:10 is 70 minutes past 3:00. - 4:25 is 85 minutes past 3:00. Show more…
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Observe the movement of the hands on your clock. We denote that at 3:15 (AM/PM), you are at a 0 degree/radian measure. (Recall that in a clockwise direction, you will have a negative angle). 1. If you continue to observe the movement of the clock, find the distance in radians that the clock covers when it stops at each of the following times: a. 3:35 b. 3:50 c. 4:10 d. 4:25 2. What will be the time covered for the following distances? a. -600 b. -1800 c. -3000 3. What will be the time if the clock covered a distance of -4ðœ‹/3 radians? What is the measure of the angle formed in degrees?
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