Good Trig Books for Self Study: Pre-Calc Ready!

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SUMMARY

The discussion centers on finding effective self-study resources for trigonometry, particularly for individuals who have forgotten key concepts. The book "Trigonometry" by I. E. Gelfand is highly recommended for its creative problems and proofs. Additionally, the Larson & Hostetler Trigonometry book is mentioned, although the user struggles with understanding vectors and their related concepts. There is a suggestion that a linear algebra book may be more suitable for mastering vector topics.

PREREQUISITES
  • Understanding of basic trigonometric functions and identities
  • Familiarity with vector concepts such as projections, dot products, and cross products
  • Knowledge of mathematical proofs and problem-solving techniques
  • Basic algebra skills for manipulating equations and functions
NEXT STEPS
  • Research "Trigonometry by I. E. Gelfand" for self-study techniques
  • Explore the Larson & Hostetler Trigonometry book for additional insights
  • Study linear algebra concepts, focusing on vectors and their applications
  • Visit the online resource at Clark University for supplementary trigonometric materials
USEFUL FOR

This discussion is beneficial for students preparing for precalculus, educators seeking effective teaching resources, and anyone looking to strengthen their understanding of trigonometry and vectors.

renob
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We just got into the trig section of pre calc and I have come to the realization that I forgot most of the trig I was taught in high school. I'm looking for a solid trig book for self study so that I can catch up on what I should know.
 
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Trigonometry, Gelfand. I own it, and am in fact looking at it right now. I can guarantee it's a good one. It has creative problems, and many proofs. I highly recommend it.
 
I have a Larson&Hostetler(&Edwards?) Trigonometry book. Much of it is very, very good, but I struggled to understand about vectors, their projections, dot and cross products. I have studied more than once, in fact 3 or 4 times in my life and still not able to understand for more than a few seconds at a time, and just barely. Is this set of topics just difficult, or is this not the best book for this set of topics? Anybody know of a better Trigonometry book which treats these topics more clearly?
 

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