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

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SUMMARY

The discussion centers on the functionality of the Casio fx-82MS scientific calculator, specifically regarding the use of the power function represented as "x^{\blacksquare}". Users clarify that this notation typically refers to exponentiation, specifically "x to the power of y". The evaluation of expressions like z = x^y is achieved using logarithmic functions, with detailed instructions available in the Casio fx-82MS manual. Key pages in the manual (11 to 16) provide essential guidance on using powers and roots.

PREREQUISITES
  • Understanding of basic mathematical functions, particularly exponentiation.
  • Familiarity with logarithmic and antilogarithmic functions.
  • Knowledge of scientific calculator operations, specifically the Casio fx-82MS.
  • Access to the Casio fx-82MS manual for reference.
NEXT STEPS
  • Download and review the “Casio Fx-82MS Manual” for detailed instructions.
  • Study the logarithmic and antilogarithmic functions for better comprehension of exponentiation.
  • Explore additional features of the Casio fx-82MS, such as root calculations.
  • Research common mathematical notations and their interpretations in scientific calculators.
USEFUL FOR

Mathematics students, educators, and anyone using the Casio fx-82MS calculator who seeks to understand its power function and logarithmic capabilities.

mcastillo356
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TL;DR
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!
 
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It works! Good advice at #5.
Thanks, Baluncore. I've linked at #7. It's fantastic.
:heart:!
 
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