this is quality engineering so please solve all the question a, b, c,d,e, and f.

and show me each question answer clearly

also N,n,c,p1 and p2 are given in the table.

Acompany uses the following acceptance-single sampling procedure. A sample of size n from the lotof N items is taken and inspected. If c or less of the items in the sample are defective, the lot isaccepted; otherwise, it is rejected. A. Assume that the quality level (lot fraction defective) is p1. What is the probability ofacceptance Pa of an incoming lot? B. Consider annually 200 lots coming from the supplier. With application of this samplingprocedure and the given quality level p1, what is the annual expected number of rejectedlots? C. Estimate Average Ongoing Quality for the given sampling procedure D. Estimate Average Total Inspection for the given sampling procedure. E. Consider the quality level changes to p2 due to some problems in the production. What isthe new probability of acceptance Pn of an incoming lot? F. While everything stays the same but with this new quality level p2, what is the annualexpected number of rejected lots? Round a probability to four digits, a countable to closest whole number. Examples: Pa =0.0123, rejected: 52 lots. Use proper decimal digit separator comma (.) or period (.) according to your operating systemsettings