1.4 Scenario Planning
Time: ~25 minutes
What You'll Learn
- How to build best-case, worst-case, and base-case scenarios
- Sensitivity analysis — which variables matter most
- Stress-testing your model to find breaking points
- How to present scenarios to leadership without overwhelming them
Key Concepts
Why Scenarios Matter
A single-point budget is a guess. Scenarios turn that guess into a range of informed possibilities. Instead of saying "we'll do $5M in revenue," you say "we'll do $4M-$6M depending on these three factors."
This is dramatically more useful for decision-making.
Sensitivity Analysis
Not all assumptions are equal. Some variables, if they change by 10%, barely move the needle. Others can swing your entire P&L. Sensitivity analysis identifies which variables matter most so you know where to focus your attention.
Common high-sensitivity variables:
- Customer acquisition cost — Small changes compound across every new customer
- Churn rate — Losing 2% more customers per month can be devastating
- Average deal size — Especially if you have a concentrated customer base
- Payment terms — 30 vs. 60 day collections can make or break cash flow
Stress Testing
Stress testing asks: "What would it take to break this model?" It's not about predicting doom — it's about knowing your limits so you can set up early warning systems.
What You'll Do
In this lesson, you'll:
- Take your budget from lesson 1.3 and create three scenarios (base, optimistic, pessimistic)
- Run sensitivity analysis on key variables
- Build a sensitivity table showing how changes in assumptions affect the bottom line
- Stress-test the model to find the breaking point
- Summarize your scenarios in a format leadership can quickly understand
How to Start
start lesson 1.4Your AI will help you systematically vary assumptions and see how the numbers respond.
Skills You'll Use Later
- Scenario modeling (provides the "expected" numbers for variance analysis)
- Sensitivity tables (included in financial summaries in 1.6)
- Identifying key drivers (essential for explaining variances in 1.5)