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In a graph on reflection, can i give the x axis a scale of 4 cms = 10 degrees , and the y-axis a scale of 2 cms = 10 degrees? Will it affect the readings?

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closed as too localized by Ron Maimon, Qmechanic, David Z Sep 3 '12 at 18:35

This question is unlikely to help any future visitors; it is only relevant to a small geographic area, a specific moment in time, or an extraordinarily narrow situation that is not generally applicable to the worldwide audience of the internet. For help making this question more broadly applicable, visit the help center.If this question can be reworded to fit the rules in the help center, please edit the question.

What kind of homework question is this? It sounds ridiculous. – Ron Maimon Jun 23 '12 at 7:31
@ Ron Maimon maybe because you can't answer it – Ghost Jun 23 '12 at 7:37
Oh I think Ron can probably answer it :-) You should check out some of his answers before passing judgement. – John Rennie Jun 23 '12 at 7:41
I was just explaining the close vote. This is a homework question, and it is badly worded and it is certainly both trivial and unilluminating. What is a "graph on reflection"? What is "the readings"? What is "cms"? What do "degrees" mean? These are not defined outside the context of a specific textbook. The question is too localized homework, and the answer, if I understand the question, is "yes, you can use whatever axes you want, just rememeber that the slope has units which are the ratio of the y-axis units to the x-axis units. If you want to answer this horrible question, I can post this. – Ron Maimon Jun 23 '12 at 8:10
up vote 3 down vote accepted

I'm guessing from your question that you're fairly new at this game (I've been doing it for nearly 40 years! :-).

Actually it's usually the case that the x and y scales are different because we're usually graphing different things. In your case you're graphing angles against angles, but graphs might be distance against time or force againt distance or lots of things that have different x and y axes.

So choose whatever scales make the graph look clearest. Just be a bit careful when you're measuring the gradient: make sure you allow for the difference in scale. From looking at your quesion in the Math Exchange I think you already know this.

Response to comment: remember what the point of a graph is. It's a visual aid that allows you to quickly judge by eye what the relationship between two sets of data looks like. Few of would actually measure things off a graph these days, we'd just feed the data into some computer program and let it chew on it. But before you press Enter it's a good idea to have a feel for what the data looks like, and that's where the graph comes in.

Generally speaking when you draw a graph you're looking for straight lines. You don't say what your experiment is, but if you're reflecting light from a mirror the graph of incident angle against reflected angle will be a straight line. The angle of the straight line will change if you change the scales, but that's all right because all you're really interested in is whether the line is straight or not.

Actually, from your question I wonder if you meant refraction not reflection. With reflection the incident and reflected angles are always equal so the graph looks a bit boring and you wouldn't need different scales. If you did mean refraction then your graph isn't going to be a straight line (especially at large angles). In that case it's possible to get a straight line but you have to graph something slightly different.

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but is the visual difference valid in this case? – Ghost Jun 23 '12 at 7:41

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