At what time between 8-9 will the first right angle will be made by \(\cancel{second}\) minutehand and the hour hand .
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OpenStudy (bloomlocke367):
Do you have any ideas?
OpenStudy (anonymous):
Would it be 9 oclock
OpenStudy (mathmate):
Hint:
For every 360 degrees the minutes hand moves, the hours hand moves by 30 degrees, so the two hands approaches or diverges by (360-30)/60 = 11/2 degrees per minute.
OpenStudy (mathmath333):
connfused
OpenStudy (mathmate):
|dw:1424784967538:dw|
This is the first right angle between the hands between 8 and 9, right?
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OpenStudy (mathmath333):
yes
OpenStudy (mathmate):
If the hour hand does not move, we would have a 90 degree at 8:25,agree?
OpenStudy (mathmath333):
yes
OpenStudy (mathmate):
Since the hours hand moves at the rate of 1/12 of the minutes hand, it will take the minutes hand 12/11 of the time (25 minutes) to catch up to the same position of 90 degrees, giving the exact time as 25*12/11=300/11=27 3/11 minutes.
OpenStudy (mathmath333):
yes its correct thnx
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ganeshie8 (ganeshie8):
first right angle will be made by `second hand` and the hour hand .
is that a typo ? shouldnt it be `minute hand` ?