An object is 10 cm from the mirror, its height is 1 cm and the focal length is 5 cm. What is the distance from the image to the mirror?
\[\frac 1 f=\frac 1 p+\frac 1 q\]
What do p and q stand for?
It's the mirror equation.
Actually, that won't help in this particular problem since what you were given was a ratio.
\(\LARGE \dfrac {h'}{h}= \dfrac {q}{p}\)
Let me just draw an image to go with that.
I believe that formula is the one I was trying to use, although the one in my book is a little different. \[\frac{H _{o} }{ H _{i}} = \frac{ S _{o} }{ -S {i} }\]
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hmm, most likely; the symbols in different books will be different
Yeah that's what I was assuming. I just couldn't find all the components, I was only able to determine that Ho = 1cm and So = 10cm
You seem like you know what you're doing. so where are you having trouble?
don't forget you are also given the focal length
Yeah I just realized I may be able to use that with the first equation. I do mostly know what I'm doing, I just get stuck on little stuff.
Ok so the first equation i wrote, f is focal length p is the distance from the mirror, and q is the reflection's distance from the mirror
so what you need to do first is find q
after you find q, you can then use that ratio
make enough sense?
Yeah I have the equation \[\frac{ 1 }{ f } = \frac{ 1 }{ So } + \frac{ 1 }{ si }\] And Si is what I need.
I think I've got it, thanks for your help.
just make sure that the signs are correct and to check your units
some books are evil and give you a height in cm and a length in m or something and you're like "what did I do wrong???"
=)
Ughh I know, thankfully everything was in cm here.
cool. good luck!
Optics is usually easier in E&M
Until you get to interference and diffraction anyways.
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