Null hypothesis: Data follows Poisson Distribution
Alternative Hypothesis: Data does not follow Poisson Distribution
Please include histogram and table with all components. Thank you! 4-99. The number of calls
arriving to a switchboard from noon to 1 P.M. during the business days Monday through Friday
is monitored for 4 weeks (i.e., 30 days). Let X be defined as the number of calls during that 1-
hour period. The observed frequency of calls was recorded and reported as follows:
Note: Follow the same procedure discussed in class. Use 10 bins. Your solution must contain:
Null and alternative hypotheses, Histogram, table showing the following components:
i,f(xi),Ei,Oi,(EiOi)2,(EiOi)2/Ei, and 2. Use fixed level test for a). b) Find bounds for P value..
Beyond the EU: DORA and NIS 2 Directive's Global Impact
Null hypothesis Data follows Poisson DistributionAlternative Hypo.pdf
1. Null hypothesis: Data follows Poisson Distribution
Alternative Hypothesis: Data does not follow Poisson Distribution
Please include histogram and table with all components. Thank you! 4-99. The number of calls
arriving to a switchboard from noon to 1 P.M. during the business days Monday through Friday
is monitored for 4 weeks (i.e., 30 days). Let X be defined as the number of calls during that 1-
hour period. The observed frequency of calls was recorded and reported as follows:
Note: Follow the same procedure discussed in class. Use 10 bins. Your solution must contain:
Null and alternative hypotheses, Histogram, table showing the following components:
i,f(xi),Ei,Oi,(EiOi)2,(EiOi)2/Ei, and 2. Use fixed level test for a). b) Find bounds for P value.
