Left Tail Test Confidence Interval: Population Proportion Fail to Reject Ho Right Tail Test 0.10 significance / 90% confidence 1-Sample Hypothesis Test Mean, Sigma 0.01 significance / 99% confidence 1-Sample Hypothesis Test Mean, s 2-Sample Hypothesis Test Pop Proportion Matched Pairs Hypothesis Test Reject Ho Minimum Sample Size p-hat known 0.05 significance / 95% confidence Two Tail Test 1- Sample Hypothesis Test Pop Proportion Minimum Sample Size p-hat Unknown Confidence Interval: Mean, Sigma 2-Sample Hypothesis Test Ind. Means Minimum Sample Size about a Mean Confidence Interval: Mean, s Left Tail Test Confidence Interval: Population Proportion Fail to Reject Ho Right Tail Test 0.10 significance / 90% confidence 1-Sample Hypothesis Test Mean, Sigma 0.01 significance / 99% confidence 1-Sample Hypothesis Test Mean, s 2-Sample Hypothesis Test Pop Proportion Matched Pairs Hypothesis Test Reject Ho Minimum Sample Size p-hat known 0.05 significance / 95% confidence Two Tail Test 1- Sample Hypothesis Test Pop Proportion Minimum Sample Size p-hat Unknown Confidence Interval: Mean, Sigma 2-Sample Hypothesis Test Ind. Means Minimum Sample Size about a Mean Confidence Interval: Mean, s
(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.
Left Tail Test
Confidence Interval: Population Proportion
Fail to Reject Ho
Right Tail Test
0.10 significance / 90% confidence
1-Sample Hypothesis Test Mean, Sigma
0.01 significance / 99% confidence
1-Sample Hypothesis Test Mean, s
2-Sample Hypothesis Test Pop Proportion
Matched Pairs Hypothesis Test
Reject Ho
Minimum Sample Size p-hat known
0.05 significance / 95% confidence
Two Tail Test
1- Sample Hypothesis Test Pop Proportion
Minimum Sample Size p-hat Unknown
Confidence Interval: Mean, Sigma
2-Sample Hypothesis Test Ind. Means
Minimum Sample Size about a Mean
Confidence Interval: Mean, s