Objective1 : To Revise fundamentals of statistics that you have studied and facilitate learning from application point of view.
Objective 2: To make you understand that application of subject is needed in real life as engineer and not NUMERICAL SOLVING using FORMULA SHEETs.
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Q.1 : What do you understand by Variables and discrete ( measurable and countable) Define and give 5 real life engineering/business uses.
Q.2. What are the engineering applications of – TRY TO GIVE 4 applications for each distribution. Don’t just write the application try to illustrate the use of distribution also. What are the two or three important characteristics which facilitate the applications:
a) Normal distribution b) Poisson distribution c) binomial distribution ( +ive and –ve both) d) exponential distribution d) gamma distribution e) weibul distribution f) uniform distribution. G) beta distribution.
Q.3 Explain the working of central limit theorem? why it is considered as back bone of SQC ? Use suitable diagrams to explain the concepts and details. Please also write how it works when you are dealing with variables and when you deal with attributes.
Q.4 : What are the concepts of test of hypotheses and confidence level and how in real life it is used. What messages it offer.
Q.5 What are the concepts of chi square test, F test and ANOVA? Give some real life examples which discuss about its use.
Q.6 : What are various views and definitions of quality, which definition/ definitions supports the requirements of the subject. Give suitable example to explain your views. How other definitions create problems for you?
Q.7 What do you understand by the dimensions of quality? Why it is necessary to understand the dimensions in order to control and manage quality? Write in details about the product and service quality dimensions with examples. For service quality dimensions I expect you to use both book based and Internet based resources, it will help you to compare between the two situations.
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