What if you stopped asking "what should we do?" and started asking like an analyst: "Given these numbers, these constraints, and this uncertainty — what is the BEST available choice?"
That shift is the heart of Quantitative Techniques — the foundation of modern business analytics: Descriptive (what happened), Diagnostic (why it happened), Predictive (what will happen), and Prescriptive (what is the BEST choice to make).
For many undergraduates, this is the first course that demands that shift — and it creates anxiety. Sure Path to Quantitative Techniques was written to make that shift approachable.
Building from first principles, in plain language, this complete fundamental guide explains every technique conceptually before a single formula is introduced. Every worked example is drawn from recognizable business situations — production, staffing, and resource-allocation — not abstract puzzles.
?? What You Will Find Inside:
Concept-First, Formula-Second Pedagogy — Master the logic before touching the math.
Real-World Commercial Scenarios — Learn through relatable business allocation and staffing examples.
Practice Questions & MCQs — Confirm your genuine understanding at every step.
? 17 Comprehensive Chapters Covering:
Probability • Descriptive & Diagnostic Analytics • Decision Theory • Linear Programming
Transportation & Assignment • Inventory (EOQ) & Replacement • Forecasting (Predictive Analytics)
Queuing • Simulation • Game Theory • Network Analysis • Sensitivity & Markov Chains
Sure Path to Quantitative Techniques is a reliable reference you will return to throughout your studies whenever a quantitative question requires a clear, confidently remembered answer.
?? ABOUT THE AUTHOR
Dr. Alphonsius Dzeawuni Wirnkar, PhD is a Senior Lecturer in Accounting and Business Analytics with over a decade of teaching undergraduate quantitative techniques, operations research and managerial accounting.
He is faculty at Gombe State University where he has taught thousands of business and accounting students how to turn data and uncertainty into effective, confident and informed decisions. His teaching philosophy is simple: concept first, formula second.
