Bidding
Bridge
Permutations
Math Terms
Combinations
100

Number of points required for a non-preemptive opening bid.

What is 12?

100

The number of cards for a fit.

What is 8?

100

The number of ways 4 people can sit at a bridge table

What is 24? (4! = 24)

100

The definition of odds.

What is the likelihood an event occurring represented as a ratio?

100

The number of possible bridge hands.

What is 635 billion?

200

This is what a 1NT bid implies.

What is 15-17 points and even distribution?

200

Someone should lead this in 1NT.

What is the 4th highest in your longest and strongest suit?

200

Number of ways of sorting nothing.

What is one? (0! = 1)

200

The definition of a set.

What is a collection of objects?

200

The number of ways to pass 3 cards from your hand in hearts. (No simplification necessary.)

What is 13C3?

300

The meaning of a takeout double.

What is an overcall that asks for their partner's suit, indicates 12+ points, and coverage in all suits but the one bid by the opponents?

300

3 possible leads when we are not in no trump.

What are top of a series, partner's suit, singleton, doubleton, or a lead from nothing? (Only need 3.)

300

The number of possible ways to make a 1st, 2nd, and 3rd place from 7 teams in a 14 person class during a bridge tournament.

What is 35?

(7!)/(4!xx3!)

300

The definition of a sample space.

What is the set of all possible outcomes?

300

Assuming the opponents have 4 cards in a suit, the number of ways a 2-2 split can occur (an even split). 

What is 6 ways?

400

The names of the two bids responding to 1NT that provide information to your partner about your majors.

What are Stayman and transfers?

400

International match points received for bidding and making 3 hearts doubled.

What is 1180?

60+60+60+1000 = 1180

400

The number of ways of sorting the letters in coffee.

What is 180? 

(6!)/(2!xx2!)

400

The Axioms of Probability.

What are non-negativity, the probability of the sample space being one, and the probability of two mutually exclusive events occurring is the sum of the probabilities of each of them?

400

This is how you would set up the equation to find the probability of a Yarborough (no honors) in bridge.

What is 32C13/52C13?

500

You would bid this if you have 5-11 points and a 5-5 distribution (or more) in two of the suits. (There is one answer for two of the top unbid suits and another for two of the bottom unbid suits. You just have to get one.)

What is Michael's Cuebid or Unusual 2NT?

500

The action of playing a medium-high card to get the opponents to play a higher card that you will beat with your partner's hand.

What is a finesse?

500

The number of possible license plates with 7 characters. (You don't have to find the actual value.)

What is 367?

500

Name at least 2 types of proofs.

What are two of direct proof, story proof, proof by contradiction, proof by contrapositive, or (disproof) by counterexample?

500

Pascal's Triangle helps us expand (x+y)n by telling us the coefficients with the nth row of Pascal's triangle. This is the expansion for (x+y)5.

What is x5 + 5x4y + 10x3y2 + 10x2y3 + 5xy4 + y5?

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