Read about Basic studies

The Golden Age of Athens: Culture, Democracy, and Legacy

Explore the Golden Age of Athens—where democracy, philosophy, and the arts flourished, leaving a timeless legacy that shaped Western civilization.

Westward Expansion: Shaping the American Landscape and Identity

Explore how Westward Expansion reshaped U.S. borders, culture, and economy—bringing opportunity and hardship to settlers and indigenous peoples alike.

The American Revolution: Foundations of a New Nation

Explore the origins, battles, and legacy of the American Revolution, a fight for independence that reshaped the world and inspired democratic ideals.

The Fundamental Concepts of Algebraic Geometry Explained

Explore how algebraic geometry links equations to curves and surfaces, forming a bridge between symbolic math and geometric understanding.

An Introduction to Algebraic Geometry: Bridging Algebra and Geometry

Explore how algebra meets geometry through polynomial equations, varieties, and real-world applications like cryptography, robotics, and design.

Algebraic Geometry: Connecting Equations to Geometric Structures

Discover how polynomial equations define curves, surfaces, and more in algebraic geometry—a field where algebra meets the shapes of space.

Understanding Algebra Basics: A Beginner’s Guide

Discover the fundamentals of algebra—variables, expressions, equations, and key rules—to build confidence and solve real-world problems with logic.

Mastering Algebraic Thinking: Building Blocks for Success

Master algebraic thinking with key concepts like variables, equations, and operations—essential skills for math success and real-world problem solving.

Getting Started with Algebra: Fundamentals and Simple Examples

Learn algebra basics—variables, operations, and simple equations—with clear examples to build confidence and prepare for more advanced math concepts.

Exploring the Foundations of Algebra: Key Concepts and Operations

Learn the basics of algebra—variables, operations, expressions, and equations—and why mastering them is key to real-world problem-solving and advanced math.