What Is the Angle Between the Clock Hands at 11:12 AM?

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Homework Help Overview

The discussion revolves around calculating the angle between the hour and minute hands of a clock at 11:12 AM. Participants are exploring the mechanics of clock hand movement and the implications of time on angle measurement.

Discussion Character

  • Exploratory, Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • Participants discuss the movement of the minute hand relative to the hour hand and question how to account for the positions of the hands at 11:12. There is also consideration of the initial angle between the hands at 11:00.

Discussion Status

Several calculations have been proposed regarding the angle movements of the clock hands, with participants providing different interpretations of the angle at 11:12. There is an ongoing exploration of how to accurately combine the movements of both hands to arrive at a final angle.

Contextual Notes

Participants are navigating the complexities of clock hand positions and movements, with some expressing confusion over the initial setup and the implications of time on the calculations.

tatoo5ma
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okay!
so, i had an exercice that say:
it's 11:12am, what s the angle between the two switches?
the problem here that stopped me from solvin that is when its like 11:12, the first switch, is not at 11am but it s slightly after that! :confused: i am confused! :frown:
any help is apprecied
 
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The minute hand moves 60 times as much as the hour hand.
What angle does the hour hand move through when the minute hand moves through 12 minutes ?
 
0.2 :huh:
then what?
is the angle 35.9 degrees
 
The minute hand moves through 12 minutes.

12 min = 1/5 hour = 1/5 circle = 1/5*360 deg = 72 deg

so how far does the hour hand move ?
 
so, is it 14.4 deg, and the angle between the two hands at 11:12 is 57.6deg. am i right
 
The hour hand moves 1/60 of the minute hand's movement, which is 72°.
Therefore movement of the hour hand is 1/60*72=1.2°.

Remember that this movement of the hands starts at 11.00, when the hands already have an angle between them.

The little hand is on 11 and the big hand is on 12 :smile:

So you have to add this initial angle on to get your final answer.
 

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