A High School 🏫 First 🥇 Course in Euclidean Plane ✈️ Geometry

A High School 🏫 First 🥇 Course in Euclidean Plane ✈️ Geometry

👓 Charles H. Aboughantous
A High School 🏫 First 🥇 Course in Euclidean Plane ✈️ Geometry

A High School 🏫 First 🥇 Course in Euclidean Plane ✈️ Geometry

✅ A High School 🏫 First 🥇 Course in Euclidean Plane ✈️ Geometry is intended to be a first 🥇 course in plane ✈️ geometry at the high school 🏫 level 🎚️. Individuals who do not ❌️ have a formal background in geometry can 🥫 also benefit from studying the subject using this book 📚️. The content of the book 📚️ is based on Euclids five 5️⃣ postulates of plane ✈️ geometry and ➕ the most common theorems. It promotes the art 🎨 and ➕ the skills 🤹 of developing 👨‍💻️ logical proofs 🧾. Most of the theorems are provided with detailed proofs 🧾. A large number of sample problems are presented 🎁 throughout the book 📚️ with detailed solutions.Practice problems are included at the end 🔚 of each chapter and ➕ are presented 🎁 in three 3️⃣ groups: geometric 🔴 construction 🏗️ problems, computational problems, and ➕ theorematical problems. The answers to the computational problems are included at the end 🔚 of the book 📚️. Many of those problems are simplified classic engineering 👨‍🔬 problems that can 🥫 be solved by average students 👨‍🎓️. The detailed solutions to all the problems in the book 📚️ are contained in the Solutions Manual.A High School 🏫 First 🥇 Course in Euclidean Plane ✈️ Geometry is the distillation of the authors experience in teaching geometry over many years in U.S. high schools 🏫 and ➕ overseas. The book 📚️ is best described in the introduction. The prologue offers a study guide to get the most benefits from the book 📚️.



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