Calculators Unraveling the Mystery of "x^{\blacksquare}" on a Casio fx-82MS

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The discussion revolves around the Casio fx-82MS scientific calculator, specifically its functionality for calculating powers. A user seeks clarification on a phrase from a native thread that mentions "x to the power of ... black square," prompting questions about the corresponding function and key. The conversation suggests that the phrase likely refers to the exponentiation function, commonly represented as x^y on calculators. The evaluation of expressions like z = xy and z = x^y involves logarithmic functions, specifically using natural logarithms and antilogarithms. Additionally, a link to a comprehensive manual for the Casio fx-82MS is provided, which includes detailed instructions on using powers and roots, confirming that the calculator's features are effective for these calculations.
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I have no clue about a LaTeX symbol at a Spanish thread.
Hi, PF

The scientific calculator I have is a Casio fx-82MS. At the keyboard, the ##\fbox {^}## button is the one provided to calculate powers.

My doubt is not my calculator: is a sentence at a native thread: "##x^{\blacksquare}## es la función" (the function is ##x^{\blacksquare}##). The question: What function, which key, and how does it work?.

I don't manage in my own language :confused:
 
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All I see is "x to the power of ... black square".

Why don't you just direct us to the thread?
 
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Sadly, I think youll have ask the poster directly. It could be almost anything although its likely x to the n or for a calculator x to the y or something similar.
 
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mcastillo356 said:
The question: What function, which key, and how does it work?
The evaluation of; z = xy; z = x^y; is done via the logarithm and antilogarithm functions.
Z = Alog( Log( x ) * y ); The natural log is ln( x ); The natural antilog is e^( x ) .
 
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Thank you, PF, once more!
 
It works! Good advice at #5.
Thanks, Baluncore. I've linked at #7. It's fantastic.
:heart:!
 
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