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

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The discussion centers on the need for effective self-study resources in trigonometry, particularly for someone who has forgotten much of what they learned in high school. A highly recommended book is "Trigonometry" by Gelfand, noted for its creative problems and proofs. Another mentioned resource is the Larson & Hostetler Trigonometry book, which has valuable content but presents challenges in understanding vectors and their operations, such as projections, dot products, and cross products. There is a query about whether these topics are inherently difficult or if the book is lacking in clarity. Additionally, a suggestion is made that a linear algebra book might be more suitable for learning about vectors and related concepts.
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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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