A good price still needs a plausible range
The river pot is 100 chips. An opponent bets 50. You beat all their bluffs and lose to all their value hands. If 30% of their betting range is bluffs, which action has higher chip EV?
Six original exercises for your next off-table study session. Compare prices, count combinations and test assumptions before the outcome distracts you. Every answer shows its working.
Allow about 15 minutes. Write down your calculation before choosing an answer. All chip amounts are hypothetical; these are constructed teaching examples, not solver recommendations or observed population data. No real-money play is involved.
Start with the pot-odds guide if you are new to expected value. For each case, identify the assumption that would most easily change the answer. Progress is saved only on this device.
Your answers stay in this browser. No account needed; clearing browser storage resets progress.
The river pot is 100 chips. An opponent bets 50. You beat all their bluffs and lose to all their value hands. If 30% of their betting range is bluffs, which action has higher chip EV?
On the river, the pot is 90 chips. You bet 60 with a hand that always loses if called. How often must your opponent fold for the bet to break even?
On the turn, nine of 46 unseen cards make your winning draw; every other card loses. The pot is 60 and the opponent moves all-in for 20. Is calling profitable in this model?
You hold A♠ Q♣. How many combinations of pocket aces can an opponent hold, before accounting for action or other exposed cards?
On the river you face a 100-chip bet into 100. Your bluff-catcher beats 6 bluff combinations and loses to 18 value combinations. Assume every listed combination takes this line equally often, with no ties. Call or fold?
You made the +10-chip call in the first case, lost at showdown, and recorded the hand. What is the strongest next review step?
Copy these prompts into your own notes. Leave out other players’ names and account details. Focus on one uncertain decision rather than replaying the entire session.
Next session: change the bet size in one case and explain why the threshold moves. The goal is a reproducible thought process, not memorising which button was correct.
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