A process design meets $K=3$ sigma levels.

The process was originally centered with a capability of $1.$

If the mean of the process shifts up towards the upper specification limit by $0\mathrm{.}93$ standard deviations. What is the expected dropout per $1,000$ opportunities on the upper end?

Round your answer to the nearest whole unit, if applicable.

Please solve$/$explain it in a simple way to understand if possible.