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c) In order to determine whether the proportion of Australian Red Handfish who are living with safe life was decreased from 0.65, we perform one proportion z test. µ = 12 and σ = 6.2 2 d) Here, we wish to determine whether the average years of Australian Red Handfish differ significantly from 10.8 and therefore, we use single mean z test to test the claim. µ = 8 and σ = 1.5 2 2 You are researching which type of fish feed and aquarium density produces the greatest fish fly yield in a field experiment. You assign different plots in a field to a combination of fish feed type (1, 2, or 3) and aquarium density (1=low density, 2=high density), and measure the final fish fly yield in g at harvest time. a) State your hypothesis. 2 b) Which statistical test will you apply? Why. 2 c) Please perform the statistical test as suggested in (b) for data attached. 8 Final fish fly yield (g) Type of fish feed used (type 1, 2, or 3) Aquarium density (1=low density, 2=high density) Block in the field (1, 2, 3, 4). d) State your conclusion of this study. 

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