The failure time of a component is believed to be an Exponential random variable A component life test is performed, with the goal being to make inferences about the mean time to failure One component is in operation at all times in the event of failure, the failed component is immediately replaced by a new component Observation begins at time T 0 and ends immediately after the 15th failure, which occurs at time T 1,650 minutes Which is the correct limits of a 95 (two sided) confidence interval for MTTF (in minutes) The failure time of a component is believed to be an Exponential random variable A component life test is performed, with the goal being to make inferences about the mean time to failure One component is in operation at all times in the event of failure, the failed component is immediately replaced by a new component Observation begins at time T 0 and ends at time T 1,840 minutes, during which time 14 failures occur Which is the correct limits of a 95 (two sided) confidence interval for MTTF (in minutes) The failure time of a component is believed to be an Exponential random variable A component life test is performed, with the goal being to make inferences about the mean time to failure One component is in operation at all times in the event of failure, the failed component is immediately replaced by a new component Observation begins at time T 0 and ends at time T 1,740 minutes, during which time 19 failures occur Obtain the lower limit of a 95 left sided confidence interval for MTTF (in minutes) (Give answers correct to the nearest integer )

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The failure time of a component is believed to be an Exponential random variable. A component life test is performed, with the goal being to

The failure time of a component is believed to be an Exponential random variable. A component life test is performed, with the goal being to make inferences about the mean time to failure. One component is in operation at all times; in the event of failure, the failed component is immediately replaced by a new component. Observation begins at time T = 0 and ends immediately after the 15th failure, which occurs at time T = 1,650 minutes. Which is the correct limits of a 95% (two-sided) confidence interval for MTTF (in minutes).
The failure time of a component is believed to be an Exponential random variable. A component life test is performed, with the goal being to make inferences about the mean time to failure. One component is in operation at all times; in the event of failure, the failed component is immediately replaced by a new component. Observation begins at time T = 0 and ends at time T = 1,840 minutes, during which time 14 failures occur. Which is the correct limits of a 95% (two-sided) confidence interval for MTTF (in minutes).
The failure time of a component is believed to be an Exponential random variable. A component life test is performed, with the goal being to make inferences about the mean time to failure. One component is in operation at all times; in the event of failure, the failed component is immediately replaced by a new component. Observation begins at time T = 0 and ends at time T = 1,740 minutes, during which time 19 failures occur. Obtain the lower limit of a 95% left-sided confidence interval for MTTF (in minutes). (Give answers correct to the nearest integer.)