Short easy question, what does this sort of plus minus symbol mean?

AI Thread Summary
The discussion centers around the minus-plus sign (∓), which is used alongside the plus-minus sign (±) in mathematical expressions. It indicates that when one part of the equation uses a plus, the corresponding part uses a minus, and vice versa. An example provided is the trigonometric identity cos(α ± β) = cos α cos β ∓ sin α sin β, illustrating this relationship. The user also notes that the minus-plus sign is less common than the plus-minus sign. Overall, the thread clarifies the usage of these symbols in mathematical contexts, particularly in quantum mechanics and trigonometry.
aschulz90
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I'm studying for a quantum exam and there is this symbol that looks like an inverted plus minus but the minus is attached to the plus...
kind of like

_
+ but attached.
in context:

"x ± vt = constant or x = (-/+) + constant."

Thanks for any speedy help!
 
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Found an answer on wikipedia:

There is another character, the minus-plus sign (∓) which is seen less often. It is generally used in conjunction with the "±" sign, in such expressions as "x ± y ∓ z", which can be interpreted as meaning "x + y − z" or/and "x − y + z", but not "x + y + z" nor "x − y − z". The upper "−" in "∓" is considered to be associated to the "+" of "±" (and similarly for the two lower symbols) even though there is no visual indication of the dependency.
Thanks anyways.
 
isn't this introductory mathematics? :) when solving a quadratic equation you get this plus-minus sign all the time.
 
A good example of the use of the minus plus symbol is the following trig identity:

38e6763ebbf185e9cff1a63138da69a9.png
 
ah that came out pretty small... if you click it, it gets much larger!
 
davo789 said:
ah that came out pretty small... if you click it, it gets much larger!
Larger, yes. But strangely, illegible. It shows as the negative of the photo, here. Oh, well then, I guess I'll just never know. :cry: :cry:
 
How odd! I'll write it here then:

cos(\alpha ± \beta) = cos \alpha cos \beta \mp sin \alpha sin \beta

All it's saying is that when you use the plus on the LHS, you use the minus on the right and vice-versa.
 
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