The following table has helped me avoid confusing Type I and Type II errors. Write the true hypothesis numbers on the left, and the ones announced on top.
Now read out the row and column headers as a binary number:
(Or, perhaps, it is easier to remember that Type I is a false alarm and Type II is a miss.)
Announced 0
|
Announced 1
|
|
Actually 0
|
No error
|
Type I
|
Actually 1
|
Type II
|
No error
|
Now read out the row and column headers as a binary number:
- 01 (which is 1 in binary) means H0 was true and we announced H1. That is error Type I.
- 10 (which is 2 in binary) means H1 was true and we announced H0. That is error Type II.
(Or, perhaps, it is easier to remember that Type I is a false alarm and Type II is a miss.)
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