Problem 1: Find mean cold storage temperature for summer, winter and rainy season.
Problem 2: Find overall mean for the full year
Problem 3: Find Standard Deviation for the full year
Problem 4: Assume Normal distribution, what is the probability of temperature having fallen below 2C?
Problem 5: Assume Normal distribution, what is the probability of temperature having gone above 4 C?
Problem 6: What will be the penalty for the AMC Company?
Problem 7: Perform a one-way ANOVA test to determine if there is a significant difference in Cold Storage temperature between rainy, summer and winter seasons and comment on the findings.
A) Which Hypothesis test shall be performed to check, if corrective action is needed at the cold storage plant? Justify your answer.
B) State the Hypothesis, perform hypothesis test and determine p-value
C) Give your inference
Please note the following:
1. There are two parts to the submission:
1. The output/report in any file format - the key part of the output is the set of observations and insights from the exploration and analysis
2. Commented R code in .R or .Rmd
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Attachment:- Statistics Assignment problem.rar