4. An herbal extract claimed to more than a placebo was tested as follows. Test 1. Two different samples (1 and 2, 10 subjects each) were obtained from the population, ample 1 was given placebo and sample 2 was given the extract and the means of the samples ere statistically compared based on X1 bar minus X2 bar. st 2. 10 anemic subjects were gives capsules containing lactose for 1 month and their mean cose level (BGL) The extract was given to the same subjects and Hb was measured again them. Differences between readings were obtained as placebo-herbal. e question of interest was does the exact result in significant increase of Hb. The null and native hypothesis are stated as HO: μ ≥ 0, vs HA: μd <0 for Test 1. Ho: p1- 2 2 0, vs HA: p1-u2 <0 for Test 2 HO: μ1-μ2 ≥ 0, vs HA: u1-u2 <0 for Test 1. HO: µd 2 0, vs HA: ud <0 for Test 2 H0 μd = 0, vs HA: ud #0 for Test 1. Ho: p1- p2 = 0, vs HA: u1-u2 #0 for Test 2 HO: μ1-u2 ≤ 0, vs HA: u1-u2 > 0 for Test 1. HO: ud ≤ 0, vs HA: μd > 0 for Test 2 HO: ud 12
4. An herbal extract claimed to more than a placebo was tested as follows. Test 1. Two different samples (1 and 2, 10 subjects each) were obtained from the population, ample 1 was given placebo and sample 2 was given the extract and the means of the samples ere statistically compared based on X1 bar minus X2 bar. st 2. 10 anemic subjects were gives capsules containing lactose for 1 month and their mean cose level (BGL) The extract was given to the same subjects and Hb was measured again them. Differences between readings were obtained as placebo-herbal. e question of interest was does the exact result in significant increase of Hb. The null and native hypothesis are stated as HO: μ ≥ 0, vs HA: μd <0 for Test 1. Ho: p1- 2 2 0, vs HA: p1-u2 <0 for Test 2 HO: μ1-μ2 ≥ 0, vs HA: u1-u2 <0 for Test 1. HO: µd 2 0, vs HA: ud <0 for Test 2 H0 μd = 0, vs HA: ud #0 for Test 1. Ho: p1- p2 = 0, vs HA: u1-u2 #0 for Test 2 HO: μ1-u2 ≤ 0, vs HA: u1-u2 > 0 for Test 1. HO: ud ≤ 0, vs HA: μd > 0 for Test 2 HO: ud 12
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter4: Equations Of Linear Functions
Section4.5: Correlation And Causation
Problem 2AGP
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