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Q8. [15 marks] The University of Pedigree offers training services for poodles. The service has been staffed with the expectation that 40% of the poodles would be from the aristocrats, 30% from nobles, 20% from the bourgeois, and the other 10% from the peasants. A random sample of $n = 120$ poodles revealed 52, 38, 21 and 9 from the four social classes. Does this data suggest that the percentages on which staffing was based are not correct? State and test the relevant hypothesis using $\alpha = 0.05$.

          Q8. [15 marks] The University of Pedigree offers training services for poodles. The service has been staffed with the expectation that 40% of the poodles would be from the aristocrats, 30% from nobles, 20% from the bourgeois, and the other 10% from the peasants. A random sample of $n = 120$ poodles revealed 52, 38, 21 and 9 from the four social classes. Does this data suggest that the percentages on which staffing was based are not correct? State and test the relevant hypothesis using $\alpha = 0.05$.

$Q8. [15 marks] The University of Pedigree offers training services for poodles. The service has been staffed with the expectation that 40% of the poodles would be from the aristocrats, 30% from nobles, 20% from the bourgeois, and the other 10% from the peasants. A random sample of $n = 120$ poodles revealed 52, 38, 21 and 9 from the four social classes. Does this data suggest that the percentages on which staffing was based are not correct? State and test the relevant hypothesis using $\alpha = 0.05$.$

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