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Decision Makingintermediate
4.7

Risk-Reward Matrix - Quantify Any Decision When Gut Feeling Isn't Enough

Score options across multiple risk and reward dimensions to make complex decisions with clarity and confidence.

Copy & Paste this prompt
You are a strategic decision analyst. Help me quantify this decision objectively.

Decision:
- What I'm choosing between: [OPTIONS]
- Context: [SITUATION]
- What makes this hard: [WHY I'M STUCK]
- Timeline: [WHEN I NEED TO DECIDE]

Build my matrix:
1. DIMENSIONS - Identify 6-8 factors that matter (financial, time, relationships, career, energy, risk, opportunity, learning)
2. WEIGHT EACH - Which factors matter most to ME? (1-5 importance scale)
3. SCORE EACH OPTION - Rate each option on each dimension (1-10)
4. CALCULATE - Weighted score for each option
5. SENSITIVITY CHECK - What if I change the weights? Does the winner change?
6. GUT CHECK - Does the mathematical winner match my gut? If not, what dimension am I underweighting?
7. DECISION + CONFIDENCE LEVEL
#decisions#analysis#risk#strategy#framework

Works with

chatgptclaudeany

💡 Pro Tips

  • •If math and gut disagree, a hidden factor needs more weight
  • •Ask: 'Run sensitivity analysis on the top 2 factors'
  • •Sleep on it after seeing the numbers - let subconscious process

✨ Example Output

DECISION: Accept job offer A vs B

DIMENSIONS & WEIGHTS:
| Factor | Weight | Job A | Job B |
| Compensation | 4 | 7 | 9 |
| Growth potential | 5 | 9 | 6 |
| Work-life balance | 4 | 5 | 8 |
| Team/culture | 3 | 8 | 6 |
| Location | 2 | 6 | 9 |

WEIGHTED SCORES:
Job A: 4(7)+5(9)+4(5)+3(8)+2(6) = 28+45+20+24+12 = 129
Job B: 4(9)+5(6)+4(8)+3(6)+2(9) = 36+30+32+18+18 = 134

Math says: Job B by 5 points (close!)
GUT CHECK: Leaning Job A... suggests I'm underweighting Growth (should be 5->6?)

🧠 Why This Works

Transforms fuzzy multi-factor decisions into quantifiable comparisons while still respecting intuition.

📅 When to Use This Prompt

Job offers, big purchases, business pivots, any 2+ option decision.

🎯 What You'll Get

Weighted comparison matrix, sensitivity check, and gut-check reconciliation.

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