Calculators Troubleshooting: (-i)^4 Calculation Error on TI-36X Pro Calculator

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SUMMARY

The TI-36X Pro calculator returns a "Domain Error" when calculating (-i)^4 due to its limitations in handling complex numbers. Unlike the TI-83 Plus, which computes (-i)^4 without issues, the TI-36X Pro is programmed to only compute powers of i up to 3. This restriction is likely due to the calculator's algorithm, which may rely on logarithmic functions for calculations involving complex numbers. Users are advised to consult the user manual for specific details on the calculator's capabilities regarding complex number computations.

PREREQUISITES
  • Understanding of complex numbers and their properties
  • Familiarity with the TI-36X Pro calculator's functionality
  • Knowledge of logarithmic functions in mathematical calculations
  • Ability to interpret calculator user manuals
NEXT STEPS
  • Research the limitations of the TI-36X Pro calculator regarding complex number calculations
  • Learn about the algorithms used in scientific calculators for complex number computations
  • Explore the differences between the TI-36X Pro and TI-83 Plus calculators in handling complex numbers
  • Consult online resources or forums for troubleshooting calculator errors
USEFUL FOR

Mathematicians, students studying complex numbers, users of the TI-36X Pro calculator, and anyone troubleshooting calculator errors related to complex number calculations.

moouers
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I'm curious if anyone knows why my calculator would return "Domain Error" when calculating (-i)^4 on my TI-36X Pro?

((-i)^2)^2 works just fine on the machine, and (-i)^4 works just fine on my TI-83 Plus.

Any ideas?
 
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moouers said:
I'm curious if anyone knows why my calculator would return "Domain Error" when calculating (-i)^4 on my TI-36X Pro?

((-i)^2)^2 works just fine on the machine, and (-i)^4 works just fine on my TI-83 Plus.

Any ideas?
The only thing I can think of is that the calculator might be using logs to calculate the value. The following is an identity for real x > 0.

xn = (eln(x))4 = e4ln(x).

It's possible that it is programmed to be able to calculate i2 and (-i)2, but for other powers it uses a different algorithm

Consult your user manual - it might have some information about the domains of the functions it can calculate. I'm sur they have a web site, and they might have a site where you can ask questions about the specific models.
 
Thank you, Mark. I apologize for not recognizing your post sooner! I checked my user manual and it only says that it cannot compute i to a power greater than 3.
 
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