What are some good shortcuts for undergrad-level math and below?

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  • Thread starter Thread starter ainster31
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SUMMARY

This discussion focuses on effective shortcuts for undergraduate-level mathematics to improve test completion times. Key strategies include utilizing specific shortcut methods for complex partial fractions, simplifying equations to familiar forms, and prioritizing problems that can be solved quickly. The TI-89 Platinum calculator is recommended for its ability to simplify equations and perform indefinite integrals, though users should maintain proficiency in manual calculations. Resources like Schaum's Outlines are also suggested for additional support.

PREREQUISITES
  • Understanding of basic algebra and calculus concepts
  • Familiarity with partial fractions and their applications
  • Experience using graphing calculators, particularly the TI-89 Platinum
  • Knowledge of problem-solving strategies in mathematics
NEXT STEPS
  • Research effective techniques for simplifying complex equations
  • Explore the features and functions of the TI-89 Platinum calculator
  • Study Schaum's Outlines for various math topics
  • Learn about different types of mathematical shortcuts and their applications
USEFUL FOR

Students in undergraduate mathematics courses, educators seeking to enhance teaching methods, and anyone looking to improve their problem-solving speed and efficiency in math.

ainster31
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My professors say that they determine how much time they give to students based on the amount of time it takes them to complete their own test. Suffice to say, lately, I'm never been able to finish on time.

What are some good shortcuts I can use?

I learned about this shortcut: http://www.maa.org/sites/default/files/0746834248847.di020749.02p0056u.pdf and I was wondering if you can share some of your tips. That shortcut method is great. It makes complex partial fractions so much less tedious! I love it. :)
 
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Personally, I just try to reduce/simplify whatever the equation is to something I know how to work with. That way I don't have to remember how to solve each type of equation/integral. A schaum's outline is also great to have on hand. Do the problems you know you can do quickly, first. Then go back and try to work through the rest.

Also, I used to use a TI-89 platinum or something calculator. I could type in equations and have it simplify or do indefinite integrals and it would show me the resulting equations. Use it sparingly though, as you do need to at least know how to do things by hand, even if it takes you some time. And you'll likely need to show your work anyways.
 

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