The discussion revolves around determining the angle of reflection when a beam of light reflects off a mirror positioned at the center of a clock face, specifically from the 10 to the 5 hour marks. Participants explore the geometric relationships and properties involved in this scenario.
Participants express varying interpretations of the angles involved, with some agreeing on the calculations while others seek clarification. The discussion remains unresolved regarding the exact angle of reflection.
Participants have not clarified certain assumptions, such as the exact positioning of the mirror or the distances involved, which may affect the calculations. There are also unresolved mathematical steps in determining the angle of reflection.
Individuals interested in geometric optics, mathematical reasoning related to angles, or those seeking to understand reflections in a practical context may find this discussion relevant.
What's the angle between the hours marked on a clock? For example, what's the angle between 12 and 1? What angle is swept out by the hour hand of a clock each hour?math4me said:If a beam of light shines from the 10 on the face of a clock, reflects off a mirror in the center and strikes the 5, what is the angle of reflection.
Where did you get this? Did you read Halls' answer? (But you are correct that the angle of reflection will equal half of the total angle.)math4me said:Ah so the internal angle is 40 degrees, so the angle of reflection is 20 degrees? Am i right anyone??