\fsec/cn Cn/135 Scc/20 H-25 135 18 H-24 134 20 P-26 135 20 P-36 135 20 H-12 135 16 H-10 135 20 H-13 134 20 H-20 135 20 H-19 133 20 H-23 135 20PART I. A researcher reports that the average sleep of a DLP student during school days is 8 hours. Survey a sample of 20 SMC Grade 11 students and test at a = 0.01 whether the claim can be rejected. STEP 1: DURATION Formulate the null (Ho) and the alternative (H, ) hypothesis. SEC/ CN OF SLEEP (hours) Ho: H: STEP 2: Specify the level of significance. STEP 3: Determine the appropriate test statistic STEP 4: Establish the critical region. STEP 5: Compute the value of the test statistic. H - Hope M - Mercy P - Peace Sample Entry for Sec/CN: M-13 STEP 6: Decide and state the conclusionPART II. A DLP teacher wants to study the relationship between the total scores of the Concept Notes and SCC. Survey a sample of 10 SMC Grade 11 students and determine if there's a significant correlation between the two scores at a = 0.05. (Subject: Statistics and Probability) STEP 1: SEC/ C. NOTES SCC Formulate the null (Ho) and the alternative (H, ) hypothesis. CN (S/130) (S/20) Ho H, : STEP 2: Specify the level of significance. STEP 3: Determine the appropriate test statistic STEP 4: Establish the critical region. Computation for Pearson r: STEP 5: Compute the value of the test statistic. STEP 6: Decide and state the conclusion