What features should a calculus calculator have?

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SUMMARY

This discussion focuses on the essential features desired in a non-graphing scientific calculator for calculus students. Key requirements include the ability to compute answers in fractional or decimal form, handle trigonometric identities in both degrees and radians, solve for unknown variables algebraically, and compute derivatives and antiderivatives. Users express dissatisfaction with existing models like the Casio FX-115W and highlight the TI-89 Titanium for its capabilities, while also seeking additional functionalities such as USB connectivity and security features. The conversation emphasizes the need for calculators that enhance efficiency in test-taking and problem-solving.

PREREQUISITES
  • Understanding of calculus concepts, including derivatives and integrals
  • Familiarity with scientific calculators, specifically the TI-89 Titanium
  • Knowledge of trigonometric identities in both degree and radian forms
  • Basic skills in using calculator software like MATLAB
NEXT STEPS
  • Research the capabilities of the TI-89 Titanium for calculus applications
  • Explore additional software tools compatible with scientific calculators, such as ME Pro and TiReader
  • Investigate features of other scientific calculators, focusing on their ability to compute derivatives and integrals
  • Look for comparison charts of scientific and graphing calculators to evaluate functionality
USEFUL FOR

Students in calculus courses, educators seeking effective teaching tools, and anyone interested in optimizing their scientific calculator for advanced mathematical computations.

Siress
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Read this with your humor in tact, as it's a light hearted question that I would like to have analyzed by the masses that frequent this board. I appreciate all input.

Homework Statement



I've been calculator shopping and the packages fail to list important details on frequent occasions. I want a non-graphing, scientific calculator that I'm most likely allowed to use on my tests with the following abilities:
  • Answer in fractional or decimal form
  • Trigonometric identities in both degree and radian form
  • Solve for unknown variables algebraically
  • Compute derivatives and antiderivatives, both definitely and indefinitely.
  • Password protected as a theft deterrent
  • USB or similar connection for updates, hacking, etc...
  • Mp3 player, digital camera, cell phone, flash drive, and GPS navigator functionality...while I'm dreaming.

Homework Equations



Currently using the TI-30Xiis I bought back in middle school and my love, the TI-89 Titanium. MATLAB, if that counts...but I can't very well carry it around with me. Think my professors would allow me to use a calculator I craft myself? haha, no. I asked.

The Attempt at a Solution



Casio FX-115w - which disappoints me

THANKS!
-Seth
 
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I don't think you're going to find a non-graphing calculator that does much of that.
 
Only time you should consider a new calculator is when you get into Calculus 3. Till then, use your head.
 
I have my head, I want to shorten the time it takes to compute fractions, double check my derivatives and antiderivatives, and speed up my test taking in general.

Is there a good chart for comparing calculator functionality, both graphing and non graphing or both?
 
Have you ever used the TI-89 to compute an Integral? You'd be surprised how different your answers will compare, pretty useless if you just want to compute derivatives and integrals.
 
Yes I have. It's most useful for definite integration but the indefinite integration usually matches perfectly with my answer unless there are trig. identities present...then again I rarely compute, much less compare, such things.

I recently installed ME Pro, TiReader, and a few helpful programs for Chemistry (The periodic table is awesome! Normal stuff plus the radius, e-negativity, density, boiling/melting point, standard state...wish I had it before I finished my Chem courses!)

Any little known programs worth mentioning? I'd love to have the step-by-step derivative/integral solver, but not enough to shell out $20+ bucks for it (or the $150 that ti89.com charges...) I'm interested in anything engineering, statistical, or economic related.
 
Question: A clock's minute hand has length 4 and its hour hand has length 3. What is the distance between the tips at the moment when it is increasing most rapidly?(Putnam Exam Question) Answer: Making assumption that both the hands moves at constant angular velocities, the answer is ## \sqrt{7} .## But don't you think this assumption is somewhat doubtful and wrong?

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