Confidence interval for the difference in 2 means σ known.
| Value | Keystroke | Display | Description |
|---|---|---|---|
| .99 | C Level | 0.9900 | Stores the C Level value. |
| 5 | n1 | 5.000 | Stores the n1 value. |
| 131 | x̄1 | 131.0 | Stores the x̄1 value. |
| 15.5 | σ1 | 15.50 | Stores the σ1 value. |
| 5 | n2 | 5.000 | Stores the n2 value. |
| 117 | x̄2 | 117.0 | Stores the x̄2 value. |
| 13.5 | σ2 | 13.50 | Stores the σ2 value. |
| Z Int | 47.36 | Calculates the Z Interval |
This calculator also calculates the upper and lower limits and enters
them in the stack.
By returning these values to the stack you can use them for other
calculations without having to write them down and re-enter them.
| Value | Keystroke | Display | Description |
|---|---|---|---|
| ROLL | -9.678 | The lower limit | |
| ROLL | 37.68 | The upper limit |
2 Sample Z Interval
14.00 : The difference in sample means.
37.68 : The upper limit.
-9.678 : The lower limit.
0.9900 : The confidence level.
5.000 : The sample size 1, n1.
131.0 : The sample 1 mean, x̄1.
15.50 : The sample 1 sd of population, σ1.
5.000 : The sample size 2, n2.
117.0 : The sample 2 mean, x̄2.
13.50 : The sample 2 sd of population, σ2.
47.36 : The Confidence interval for the difference in 2 means σ known.
Note that you can enter a "Z Int" value and solve for the C Level.
Reference:
Confidence Interval - Wikipedia