Question

In: Statistics and Probability

A veterinarian is interested in determining whether or not an overweight dog would benefit more from...

A veterinarian is interested in determining whether or not an overweight dog would benefit more from daily 30 minute walks or from 30 minutes of daily play in a dog park. Design an experiment for the veterinarian, using 60 chubby dogs.

Solutions

Expert Solution

Step 1:

Out of the 30 chubby dogs. form two independents groups:

Group 1: Control Group: Chubby dogs of 30 Nos.

Group 2: Experimental Group: Chubby dogs of 30 Nos.

Step 2:

Randomly assign 30 dogs to each of the above 2 gropus.

Step 3:

Determine the characteristic which defines the benefit of an overweight dog: such as speed of running.

Step 4:

Measure the characteristic of interest for each of the 30 dogs in both the groups seperately.

Step 5:
Calculate the average of charateristic of interest foreach of the 2 groups seperately.

Step 6:
Conduct the experiment as folloes:
Group 1: Each of the 30 dogs in Group 1 for 30 minutes

Group 2: Each of the 30 dogs in Group 2 for more than 30minutes.

Step 7:
Calculate the improvement in due to the experiment for Group 1 and Group 2 seperately.

Step 8:

Use Hypothesis testing to test whether the improvement is statistically significant.

Step 9:

The confounding variables which can affect the experiment are to be kept controlled throughout the experimentation, such as diet for the dogsetc.


Related Solutions

A researcher is interested in determining if the more than two thirds of students would support...
A researcher is interested in determining if the more than two thirds of students would support making the Tuesday before Thanksgiving a holiday. The researcher asks 1,000 random selected students if they would support making the Tuesday before Thanksgiving a holiday. Seven hundred students said that they would support the extra holiday. Define the parameter. a. p = the population proportion of UF students who would support making the Tuesday before Thanksgiving break a holiday. b. phat = the sample...
the leaders of the study are interested in the determining whether there is a difference in...
the leaders of the study are interested in the determining whether there is a difference in mean annual contributions for individuals covered by TSA's and those with 401(k) retirements program. you can use the results form the following table to test if the population mean of individual covered by TSAs is higher than those covered by 401(k). TSA    401(K) n1 = 8    n2=10 x1= 322.5 x2=298.3 s1=48.3 s2= 53.3 1. Formulate the appropriate null and alternative hypotheses 2....
Lacey is interested in determining whether people who have experienced a traumatic event experience more sleep...
Lacey is interested in determining whether people who have experienced a traumatic event experience more sleep disturbances than people who have not experienced such an event. She distributes a sleep disturbance survey to 103 individuals wh o experienced a traumatic event and to 98 people who had never experienced a traumatic event. If the mean score on the survey was 13.20 ( s = 3.51) for the trauma group and 8.10 ( s = 2.17 ) for the non-trauma group,...
7. A biologist was interested in determining whether sunflower seedlings treated with an extract from Vincaminor...
7. A biologist was interested in determining whether sunflower seedlings treated with an extract from Vincaminor roots resulted in a lower mean height of sunflower seedlings than the standard height of 15.7 cm. The biologist treated a random sample of n = 33 seedlings with the extract and subsequently obtained the a sample mean of 15.664 cm and a sample standard deviation of 2.544 cm. Test the claim that the mean height is less than 15.7 cm. Fill in the...
A biologist was interested in determining whether sunflower seedlings treated with an extract from Vinca minor...
A biologist was interested in determining whether sunflower seedlings treated with an extract from Vinca minor roots resulted in a lower average height of sunflower seedlings than the standard height of 15.7 cm (σ = 3.5 cm). The biologist treated a random sample of n = 31 seedlings with the extract and subsequently obtained the sample mean: 13.8 cm. Use a 0.01 level of significance to test the hypothesis that μ = 15.7 (H0) against the alternative that μ <...
Researchers (Hebl et al.,2009) were interested in whether European American (EA) individuals would perceive overweight EAs...
Researchers (Hebl et al.,2009) were interested in whether European American (EA) individuals would perceive overweight EAs the same way that African American (AA) individuals would perceive overweight AAs. They asked a group of 45 EA female college students and a group of 21 AA female college students to rate photographs of overweight women of their own race; ratings indicated how positively they felt about the person (e.g., attractive, intelligent, successful, happy, etc.). EA group (n = 45): mean rating =...
We are interested in determining whether husbands differ from their wives on weight loss after taking...
We are interested in determining whether husbands differ from their wives on weight loss after taking a weight loss supplement. To evaluate this, we need to conduct a(n): A. Independent samples t-test (*this was incorrect*) B. Dependent samples t-test C. One sample t-test D. Any of these would be appropriate My next best guess would be a one sample t-test but I am not sure anymore
A social worker was interested in determining whether there is a significance difference in the average...
A social worker was interested in determining whether there is a significance difference in the average monthly cost per child for childcare outside the home between state supported facilities and privately owned facilities. Two independent random samples yielded the following information: State Supported Facilities (population 1) Privately Owned Facilities (population 2) Sample Size 64 64 Sample Mean 705 675 Standard Deviation 95 80 Which Excel will calculate the test statistic? a. =(705-675)/(SQRT(95/64+80/64)) b. =(705-675)/(SQRT(95^2/8+80^2/8)) c. =(705-675)/(SQRT(95/8+80/8)) d. =(705-675)/(SQRT(95^2/64+80^2/64))
A researcher is interested in determining whether there is a correlation between number of packs of...
A researcher is interested in determining whether there is a correlation between number of packs of cigarettes smoked # packs of cigarettes smoked (X) (Y) 0 80 0 70 1 72 1 70 2 68 2 65 3 69 3 60 4 58 4 55 day and longevity (in years). n=10.
A researcher is interested in determining whether the new design of the training simulator and a...
A researcher is interested in determining whether the new design of the training simulator and a new behavior modification program will affect a student’s learning behavior. Sixty-three (63) students are randomly selected for inclusion in this research project. The students are randomly divided into 9 groups of 7. The group assignments are as follows: Design A Design B Design C No behavior modification 12 18 21 10 16 22 19 27 33 19 23 35 15 26 27 18 22...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT