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hi can you please help me with writing the lab report on metabolic rate by using

ID: 3439347 • Letter: H

Question

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

Explanation / Answer

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