Calculating Image Speed: Dubbie & Mirror Surface

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Homework Help Overview

The discussion revolves around calculating the speed of an image formed by a plain mirror as a person, referred to as Dubbie, moves towards and away from the mirror. The subject area includes concepts from kinematics and optics.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants explore the relationship between Dubbie's speed and the speed of the image, with some suggesting that the image speed is double Dubbie's speed when moving directly towards the mirror. Others question how to approach the second scenario involving an angle of movement away from the mirror.

Discussion Status

Some participants have provided guidance on interpreting the problem, with one suggesting a diagram to visualize the motion. There are differing interpretations regarding the calculation of the image speed, particularly in relation to the angle of movement.

Contextual Notes

Participants are grappling with the implications of Dubbie's speed relative to the stationary mirror and the effects of movement at an angle. There is a lack of consensus on the approach to the second question, indicating potential confusion about the underlying principles.

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1.Dubbie is moving directly along a normal line toward a plain mirror at a speed of 3.5 m/s, what is the speed of the image relative to Dubbie?

2. What is the speed of the image, relative to Dubbie, if Dubbie walk away from the mirror surface at 3.5 m/s at an angle of 300 to the mirror surface?


First answer is 3.5m/s*2 which is 7m/s right?...

but next question I just don't get it... what kind of formula do I have to use?...

can some one please help me T.T
 
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Draw the diagram of the motion of Dubbie and image starting from the mirror. You can see that at every instant the Dubbie, image and starting point form an equilateral triangle. Hence the speed of the image, relative to Dubbie is 3.5m/s.
 
I don't understand it still, what do you mean by hence the speed of the image?...
 
For the first question, is Dubbie's speed relative to the stationary mirror? If that is so, then, the speed of the image relative to Dubbie is 7 m/s.

For the second question, just find the component of the speed towards the mirror ie, 3.5 cos 60. Then multiply that by 2 just like the first question.
 
ok, thankyou~~
 

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