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Q: 5. A ceiling fan can rotate 150.5 times per minute. The fan rotated a total of 2426.06 times. Which of the following is true?
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A ceiling fan can rotate 150.26 times per minute. The fan rotated a total of 3756.50 times. Which of the following is true?

It had been rotating for 25 minutes


A ceiling fan can rotate 150.26 times per minute. The fan rotated a total of 3756.50 times?

It has then been rotating for 3756.50/150.26 = 25 minutes


What would be the shorter if earth rotated faster?

second, minute, hour, day, month, year!


What loctite do you recommend to glue broken a ceiling fan lamp shade?

Loctite 5 minute epoxy.


What is the mean of RPM in the Ceiling Fan speed?

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A round wall clock that has been rotated until it is hanging upside down will have a minute hand that points to the right when it is two forty-five?

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What function should be used to quickly convert the times from minutes to seconds in Excel?

If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60If your time was in A2, then you could use the following formula:=(HOUR(A2)*60+MINUTE(A2))*60


To the nearest second when will the minute hand lie exactly over the hour hand between 2 pm and 3 pm?

At 10 minutes 55 seconds past 2pm or 14.10 and 55 seconds. The minute hand rotates 360° per hour = 6° per minute = 1/10° per second. The hour hand rotates 30° per hour = 1/120° per second. At 12 o'clock the hands are perfectly aligned. After each hour the minute hand is at 12 o'clock and the hour hand has rotated 30°. For the hands to be aligned between 2pm and 3pm then the hour hand must have rotated 60° when the minute hand is at 12 o'clock. To be aligned the minute hand has now to rotate n/10°. The hour hand has already rotated 60° and now needs to rotate a further n/120° n/10 = 60 + n/120 : n = 7200/11 = 655 seconds = 10 minutes 55 seconds.


A round wall clock that has been rotated until it is hanging upside down will have a minute hand that points to your right when it is two forty-five True or False?

yea it would


How many milliseconds are in 2.5 minutes?

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How do you convert revolutions per minute to degree?

to convert revolutions per minute into the measure of degrees traveled, you would need to know for how long those revolutions were going on. revolutions per minute multiplied by the time it was turning gives you the degrees traveled. just like speed * time gives you distance, rotational speed * time gives you rotated distance