This might be interpreted as : with probability 0.95 we will find a confidence interval in which the value of parameter '' μ '' will be between the stochastic endpoints This does not mean there is 0.95 probability that the value of parameter '' μ '' is in the interval obtained by using the currently computed value of the sample mean , Instead , every time the measurements are repeated , there will be another value for the mean of the sample .
So we have : This might be interpreted as : with probability 0.95 we will find a confidence interval in which we will meet the parameter '' μ '' between the stochastic endpoints This does not mean that there is 0.95 probability of meeting the parameter μ in the calculated interval . Every time the measurements are repeated , there will be another value for the mean `` X '' of the sample .