Solvolysis Kinetics Rate Determining Step Backside Attack SN1 Mechanism Reaction Order Activation Energy β- Elimination 1° Unimolecular 2° Protic Brønsted Base Methyl Intermediate Hoffman's Rule Weak Base Reactivity Zero Order Leaving Group Zaitsev's Rule 3° Stereochemistry SN2 Base Rate Law Rate Constant Strong Base Minor Product Alkyl Halide Aprotic E2 E1 Racemization Regioselectivity Electrophile Antiperiplanar Nucleophile First Order Major Product Carbocation Steric Hindrance Nucleophilic Substitution Gibbs Free Energy Change Bimolecular Second Order Polarizability Solvolysis Kinetics Rate Determining Step Backside Attack SN1 Mechanism Reaction Order Activation Energy β- Elimination 1° Unimolecular 2° Protic Brønsted Base Methyl Intermediate Hoffman's Rule Weak Base Reactivity Zero Order Leaving Group Zaitsev's Rule 3° Stereochemistry SN2 Base Rate Law Rate Constant Strong Base Minor Product Alkyl Halide Aprotic E2 E1 Racemization Regioselectivity Electrophile Antiperiplanar Nucleophile First Order Major Product Carbocation Steric Hindrance Nucleophilic Substitution Gibbs Free Energy Change Bimolecular Second Order Polarizability
(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.
Solvolysis
Kinetics
Rate Determining Step
Backside Attack
SN1
Mechanism
Reaction Order
Activation Energy
β-Elimination
1°
Unimolecular
2°
Protic
Brønsted Base
Methyl
Intermediate
Hoffman's Rule
Weak Base
Reactivity
Zero Order
Leaving Group
Zaitsev's Rule
3°
Stereochemistry
SN2
Base
Rate Law
Rate Constant
Strong Base
Minor Product
Alkyl Halide
Aprotic
E2
E1
Racemization
Regioselectivity
Electrophile
Antiperiplanar
Nucleophile
First Order
Major Product
Carbocation
Steric Hindrance
Nucleophilic Substitution
Gibbs Free Energy Change
Bimolecular
Second Order
Polarizability