IF YOU DO NOT HAVE MILITAB, MICROSOFT EXCEL WILL BE SUITABLE; JUST EXPLAIN WHAT FUNCTIONS YOU USE TO GET THE GRAPHS. Thank you!

Six electronic controllers were tested under accelerated conditions and the following times to failure were observed: 46, 64, 83, 105, 123 and 150 hours. Do the following:

1. Determine how you would classify this data, that is individual, grouped, suspended, censored, uncensored, and so on. Why? Why not? (ANSWER APPEARS TO BE "INDIVIDUAL". WHY?)

2. Using Minitab, determine the parameters for this data using all distributions and transformations available and plot the data for each distribution. Your output should include Goodness of Fit Test and ML Estimates

3. According to the Minitab output and using p value as the criteria, which two distributions fit the data best without transformation? Why?

4. Using the Minitab output, if we need to pick one additional best-fitting distribution using Anderson-Darling statistic, which distribution would that be? Why?

5. Using the Minitab output, for the best fitting distribution (using p as the criteria), what are the distribution parameters? What are these parameters also known as? Hint: think of the parameters defining this particular distribution.

IF YOU DO NOT HAVE MILITAB, MICROSOFT EXCEL WILL BE SUITABLE; JUST EXPLAIN WHAT FUNCTIONS YOU USE TO GET THE GRAPHS. Thank you!