Homework Soursehi can you please help me with writing the lab report on met
hi can you please help me with writing the lab report on metabolic rate by using 5 reference and reference should be included in,Introduction,methods,results and discussion and use the the following data provided in the lab.
And conduct t-test to compare the predicted and the actual BMR that is shown in the table.
Note:this report should include 5 refrence articles and the refernce should be provided and needed a 5page report.
| Height | weight | age | predicted BMR | Actual BMR | |
| SUBJECT1(M) | 173 | 79.09 | 22 | 1870.24 | 2054.29 |
| SUBJECT2(M) | 173 | 69.09 | 23 | 1725.98 | 1743.71 |
| SUBJECT3(M) | 169 | 78.64 | 25 | 1823.77 | 1950.43 |
| SUBJECT4(M) | 180 | 74.27 | 25 | 1818.68 | 1874 |
| SUBJECT5(F) | 167 | 62.5 | 33 | 1407.11 | 1414.85 |
| SUBJECT6(M) | 172 | 86.82 | 29 | 1923.93 | 2396.43 |
Solution
I am a probabiltiy and Statistics expert and since the question is posted under that title, I can help you out with the statistics part.
We see that the critical value of t-stat is is greater than the calculated value. Thus. Ho can\'t be rejected.
Thus, the two means are equal statistically speaking.
Kindly note: A biology expert or any other appropriate subject expert might be able to help you out. In case you have a doubt with the statistics part, you are free to ask. Thanks
| Height | weight | age | predicted BMR | Actual BMR | ||
| SUBJECT1(M) | 173 | 79.09 | 22 | 1870.24 | 2054.29 | |
| SUBJECT2(M) | 173 | 69.09 | 23 | 1725.98 | 1743.71 | |
| SUBJECT3(M) | 169 | 78.64 | 25 | 1823.77 | 1950.43 | |
| SUBJECT4(M) | 180 | 74.27 | 25 | 1818.68 | 1874 | |
| SUBJECT5(F) | 167 | 62.5 | 33 | 1407.11 | 1414.85 | |
| SUBJECT6(M) | 172 | 86.82 | 29 | 1923.93 | 2396.43 | |
| F-Test Two-Sample for Variances | ||||||
| Actual BMR | Predicted BMR | |||||
| Mean | 1905.618333 | 1761.618333 | Thus variances are equal | |||
| Variance | 106615.0053 | 34441.77126 | ||||
| Observations | 6 | 6 | ||||
| df | 5 | 5 | ||||
| F | 3.095514586 | |||||
| P(F<=f) one-tail | 0.120231371 | |||||
| F Critical one-tail | 5.050329058 | |||||
| t-Test: Two-Sample Assuming Equal Variances | ||||||
| Variable 1 | Variable 2 | |||||
| Mean | 1905.618333 | 1761.618333 | ||||
| Variance | 106615.0053 | 34441.77126 | ||||
| Observations | 6 | 6 | ||||
| Pooled Variance | 70528.38828 | |||||
| Hypothesized Mean Difference | 0 | |||||
| df | 10 | |||||
| t Stat | 0.939163357 | |||||
| P(T<=t) one-tail | 0.184888624 | |||||
| t Critical one-tail | 1.812461123 | |||||
| P(T<=t) two-tail | 0.369777248 | |||||
| t Critical two-tail | 2.228138852 | |||||
