Short, Easy Dialogues
15 topics: 10 to 77 dialogues per topic, with audio
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February 22, 2018: "500 Short Stories for Beginner-Intermediate," Vols. 1 and 2, for only 99 cents each! Buy both e‐books (1,000 short stories, iPhone and Android) at Amazon (Volume 1) and at Amazon (Volume 2). All 1,000 stories are also right here at eslyes at Link 10.
For over a century, William Anthony Granville’s texts have served as the bedrock of mathematical education. While many remember him for his seminal work on calculus, his equally important contribution— "Trigonometría Plana y Esférica" (Plane and Spherical Trigonometry)—remains a gold standard for students navigating the complexities of angles, triangles, and celestial navigation.
However, any student who has tackled Granville knows the challenge: the problem sets are dense, the applications are rigorous, and for decades, finding a complete, accurate, and updated (solution manual) was akin to hunting for a mathematical ghost. Until now. For over a century, William Anthony Granville’s texts
If you are about to embark on the journey through Granville’s masterpiece, do not go unarmed. Find the updated solucionario. Use it wisely. And remember: The goal is not to finish the problems—the goal is to understand the sine, cosine, and tangent of the universe on both a flat plane and a curved celestial sphere. Have you found an updated solution manual that changed your approach to spherical trig? Share your experience in the math community forums—collaboration is how we keep Granville alive. Until now
This article explores the history of the Granville text, why the demand for an has exploded in the digital age, and how the latest version of this solution manual bridges the gap between 20th-century rigor and 21st-century learning. The Enduring Legacy of Granville in the Spanish-Speaking World Before diving into the solution manual, it is crucial to understand why "Granville" is a household name in Latin America and Spain. Use it wisely
For the self-learner, it is a tutor. For the engineering student, it is a safety net. For the mathematician, it is a preservation of a beautiful, rigorous era of problem-solving.