Data-Driven Decision Making for Business
Ted Kwartler
Instructor
Traditional

Non-traditional



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Booster Card Pack Contents
| Rarity | Likelihood | 
|---|---|
| Mythic | 1 in 8 packs | 
| Rare | 1 per pack unless there is a mythic | 
| Common | 3 per pack | 
| Uncommon | 11 per pack | 
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* 1 in 6 packs will replace a random card with a foil, limited edition version
If you want a specific card

RISK Each booster pack will have worthless cards from the set.
REWARD Some packs will contain the rare, expensive cards which can immediately be sold for more than the cost of the pack.

Known information:
Simulate pack openings






Booster box: 36 booster packs
Booster card pack contents
| Rarity | Published Likelihood | 
|---|---|
| Mythic | 1 in 8 packs | 
| Rare | 1 per pack unless there is a mythic | 
| Common | 3 per pack | 
| Uncommon | 11 per pack | 
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Average return
 = ($2 + $5 + $5) / 3
 = $4
Profit
net profit = revenue - cost
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Profit margin
profit margin = profit / revenue
Example
net profit = selling price 
             - (purchase price 
                + listing fees 
                  of 10% of sales price)
           = $100 - ($50 + $10)
           = $100 - ($60) = $40
profit margin = profit / revenue
              = $40 / $100
              = .4
Data-Driven Decision Making for Business