Need help with D, E, F, and G. 16. A researcher investigates whether classical music is more or less soothing to air-trafficcontrollers than modern music. She plays a classical selection to one group and a modernselection to another. She gives each person an irritability questionnaire and obtains thefollowing:Classical: n = 6, X = 14.69, s² = 8.4Modern: n = 6, X = 17.21, s² = 11.6(a) Subtracting C- Mwhat are Ho and H₂? (b) What is tobt? (c) With a = .05, are the resultssignificant? (d) Report the results using the correct format. (e) What should she conclude aboutthe relationship in nature between type of music and irritability? (f) What other statistics shouldbe computed? (g) What statistical flaw is likely in the experiment?

Given Information: Classical: Sample size n1=6 Sample mean x¯1=14.69 Sample variance s12=8.4 Modern: Sample size n2=6 Sample mean x¯2=17.21 Sample variance s22=11.6The value of the test statistic from part (b) is -1.38 The critical value at degrees of freedom df=n1+n2-2=10 and α=0.05 (two-tails) is ±2.228. Since the test statistic lies between the two critical values -2.228 and +2.228, we fail to reject H0. Use Excel function "=T.DIST.2T(1.38,10)", the p-value is 0.1976 (d) The results can be represented in APA format: t10=-1.38, p=0.1976 There is not sufficient evidence to conclude that classical music is more or less soothing to air-traffic controllers than modern music. (e) Since the null hypothesis is not rejected, there is no relationship between type of music and irritability. (f) The effect size should be computed. Cohen's d is given by the formula: d=x¯1-x¯2s2p=-2.5210 (sp2 is obtained from part (b))=2.5210≈0.80 This is considered as a large effect. NOTE: Hi! Thank you for the question, as per the honor code, we are allowed to answer three sub-parts at a time, so we are answering the first three. Please re-submit the question separately for the remaining sub-parts.