Ros Rms Analysis
by @linuszz
Analyze relationship between profitability and market share. Use for competitive advantage assessment, scale economies analysis, and strategy validation.
clawhub install ros-rms-analysisπ About This Skill
name: ros-rms-analysis description: "Analyze relationship between profitability and market share. Use for competitive advantage assessment, scale economies analysis, and strategy validation."
ROS/RMS Analysis
Metadata
Instructions
Analyze relationship between Return on Sales (ROS) and Relative Market Share (RMS) to identify competitive advantage from scale.Framework
The ROS/RMS Equation
ROS = Operating Profit / Revenue
RMS = Our Market Share / Largest Competitor Market Share
Key Insight
If ROS > Industry Average AND RMS > 1 β Both superior profitability AND scale advantage = strong competitive position
Economies of Scale Logic:
Chart Types
Scatter Plot - ROS on Y-axis, RMS on X-axis (log scale) Trend Line - Industry average ROS vs RMS Sector Chart - Multiple competitors positioned in quadrants
Output Process
1. Define industry - Boundaries, products, geography 2. Gather data - Revenue, profits, market shares 3. Calculate metrics - ROS for all players, RMS for us 4. Benchmark - Industry average ROS, competitive thresholds 5. Create visualization - Scatter or sector chart 6. Interpret results - Identify positioning and scale effects
Output Format
## ROS/RMS Analysis: [Industry/Company]Company Positioning
| Competitor | Revenue | Profit | ROS | RMS | Position | Scale | Position |
|------------|---------|--------|------|----------|---------|
| [Company A] | $X M | $Y M | Z% | 0.5 | Small | β Cost disadvantage |
| [Company B] | $X M | $Y M | Z% | 1.2 | Medium | β Cost disadvantage |
| [Company C] | $X M | $Y M | Z% | 0.8 | Large | β οΈ Mixed |
| [Company D] | $X M | $Y M | Z% | 2.5 | Leader | β
Scale advantage |
Trend Analysis
| Metric | Our Value | Industry Avg | Assessment |
|--------|-----------|-------------|------------|
| ROS | X% | Y% | π’ Below average |
| Market Share | Z% | - | π‘ Losing share |
| Growth Rate | X% | Y% | π’ Below market |
Economies of Scale Analysis
Regression Line: ROS = a Γ (1/RMS) + b
If 'a' is significant and positive β Strong economies of scale
If 'a' is insignificant β Weak or no scale economies Implications:
1. [Implication 1] - [Analysis]
2. [Implication 2] - [Analysis]
Strategic Recommendations
1. [Recommendation 1] - [Description]
2. [Recommendation 2] - [Description]
3. [Recommendation 3] - [Description]