Hemispherical conductor produces the $80$J$84$ microprocessor, which the Sayle Company plans to use

in a heart$-$lung machine. Because of the sensitivity of the application, Sayle has established a value of

AQL of $0\mathrm{.}001$ and LTPD of $0\mathrm{.}005.$ Sayle purchases the microprocessors in lots of $500$ and tests from $100$

from each lot. The testing requires destruction of the microprocessor. The lot is rejected if any

defectives are found.

a$.$ What are the values of p$0,$ p$1,$ n$,$ and c used?

b$.$ Compute $$ and $.$

c$.$ In view of your answer to part $($b$),$ what problem could Sayle run into?