MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN: 9781119256830
Author: Amos Gilat
Publisher: John Wiley & Sons Inc
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Historical records show that these dolphins had an average mass of 80 kg in the early days of settlement on the Islands. However, there are concerns that depletion of prey species has caused the average mass to drop in the last 300 years. Researchers from Hofn University conducted a survey of this dusky dolphin population to look for evidence of a decrease in mass.

a)Concerned about the assumptions for their t test, the researchers decided to carry out a test using the Binomial distribution to determine if dusky dolphins tend to have masses less than 80 kg. To do this, they test H0:p=0.5 against H1:p>0.5. Here p would be

the probability of a dusky dolphin having a mass not equal to 76.2 kg

the probability of a dusky dolphin having a mass greater than 76.2 kg

the probability of a dusky dolphin having a mass not equal to 80 kg

the probability of a dusky dolphin having a mass less than 80 kg

b)The researchers observed that 8 of the 12 dolphins had a mass less than 80 kg. The p-value from the Binomial distribution of whether dusky dolphin mass is less than 80 kg is

0.1208

0.1938

0.3877

0.8062

c)

In a sample of size 12, what is the minimum number of dusky dolphins with masses less than 80 kg that would need to be observed to give significant evidence at the 5% level?

8

9

10

12

d)

Suppose that the true probability of a dusky dolphin having mass less than 80 kg is 85%. What is the power of the test in Question 7 to detect the decrease at the 5% level, using a sample of 12 dolphins?

0.2642

0.5887

0.7358

0.8500

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Suppose that the true probability of a dusky dolphin having mass less than 80 kg is 85%. What is the power of the test in Question 7 to detect the decrease at the 5% level, using a sample of 12 dolphins?

 

there's not solution to part d 

could you help me with it? Kinda urgent 

 

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Follow-up Question

Suppose that the true probability of a dusky dolphin having mass less than 80 kg is 85%. What is the power of the test in Question 7 to detect the decrease at the 5% level, using a sample of 12 dolphins?

 

there's not solution to part d 

could you help me with it? Kinda urgent 

 

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