Geometry Is Euclid suitable as a first exposure to Geometry?

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Studying Algebra alongside classic and modern geometry texts like Euclid's Elements, Lang's Geometry, Gelfand's Trigonometry, and Rhoad's Geometry for Enjoyment presents a unique opportunity to explore the evolution of mathematical concepts. Euclid's work is rooted in pure geometry, predating algebraic approaches, which may feel stilted but offers foundational insights. While some argue that starting with Euclid can provide historical context, others suggest that modern texts may be more beneficial for practical applications in contemporary mathematics. Ultimately, while Euclid can be enjoyable, it may not significantly contribute to one's future mathematical career compared to more modern approaches that integrate algebra and geometry effectively.
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I'm currently studying Algebra and have collected Euclid's Elements, Lang's Geometry, Gelfand's Trigonometry, and Rhoad and et al's Geometry for Enjoyment and challenge. A quick perusal of the books seem to involve coordinates and algebra knowledge. From what I've heard Euclid is closer to Pure geometry or at least before the advent of Algebra based geometry.

The Element's seem a little stilted in the prose of the book but I want to give it a chance.

So, in your opinion could I start with Euclid then proceed to more modern texts, or would I be better off starting with a modern text?
 
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For fun, Euclid's not too bad. It won't teach you very much that will be useful in your further math career - in fact, maybe the biggest development of math in the last 500 years was not using elementary geometry to express anything anymore.
 
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