In the case of known $\mu \text { and } \sigma ,$ what control limits are necessary for the probability of a single point being outside the limits for an in-control process to be .003?

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The Answer of In the case of known $\mu \text { and } \sigma ,$ what control limits are necessary for the probability of a single point being outside the limits for an in-control process to be .003?

In the Case of Known μ and σ,\mu \text { and } \sigma ,μ and σ,

In the Case of Known $\mu \text { and } \sigma ,$