Rigorous, copy-and-go practice for Undergraduate Real Analysis (Real Analysis I) and strong Grade 12 honors/IB cohorts. The workbook spans twelve chapters—from the real number system and sequence/series theory to limits, continuity, differentiation, the Mean Value Theorem, Riemann integration (definition, properties, FTC), sequences of functions with uniform convergence, power series/Taylor expansions, and a metric-space synthesis. Each chapter pairs worked “Solved Exercises” with substantia