Nonparametric estimates do not depend on any particular distribution and therefore are good to use when no distribution adequately fits the data.
Interval | Probability of Failure | Standard Error | |
---|---|---|---|
Lower | Upper | ||
20000 | 30000 | 0.002860 | 0.0016488 |
30000 | 40000 | 0.010486 | 0.0031451 |
40000 | 50000 | 0.032412 | 0.0054678 |
50000 | 60000 | 0.102955 | 0.0093830 |
60000 | 70000 | 0.170639 | 0.0116151 |
70000 | 80000 | 0.248808 | 0.0133481 |
80000 | 90000 | 0.231649 | 0.0130259 |
90000 | * | 0.200191 | * |
For the new muffler data, 0.248808 (or 24.8808%) of the new type of mufflers failed in the interval from 70,000 to 80,000 miles.
The survival probabilities indicate the probability the product survives until a particular time. Use these values to determine whether your product meets reliability requirements or to compare the reliability of two or more designs of a product.
Survival Probability | Standard Error | 95.0% Normal CI | ||
---|---|---|---|---|
Time | Lower | Upper | ||
30000 | 0.997140 | 0.0016488 | 0.993909 | 1.00000 |
40000 | 0.986654 | 0.0035430 | 0.979710 | 0.99360 |
50000 | 0.954242 | 0.0064517 | 0.941597 | 0.96689 |
60000 | 0.851287 | 0.0109856 | 0.829756 | 0.87282 |
70000 | 0.680648 | 0.0143949 | 0.652435 | 0.70886 |
80000 | 0.431840 | 0.0152936 | 0.401865 | 0.46181 |
90000 | 0.200191 | 0.0123546 | 0.175976 | 0.22441 |
For the new muffler data, 0.954242 (or 95.4242%) of the new type of mufflers survive at least 50,000 miles.