Question

In: Statistics and Probability

6) Cholesterol measurements from 54 vegetarians and 51 nonvegetarians yield the following data: Vegetarians 115 140...

6) Cholesterol measurements from 54 vegetarians and 51 nonvegetarians yield the following data:

Vegetarians

115

140

160

165

175

215

125

140

160

170

180

215

125

140

160

170

180

225

130

145

160

170

180

230

130

145

165

170

180

130

150

165

170

180

130

150

165

170

185

135

150

165

170

185

135

155

165

175

185

140

160

165

175

200

Nonvegetarians

105

150

175

190

210

245

110

160

175

190

210

115

165

175

190

210

125

165

180

195

210

125

165

180

200

215

130

170

180

200

220

135

170

180

200

230

145

170

185

200

230

145

170

185

200

240

150

170

190

205

240

Do

Do vegetarians have lower cholesterol levels than nonvegetarians? Let ? = .01.

a)State the null and alternative hypotheses

b)Choose the appropriate statistical procedure (independent or paired t-test)

c)Identify the level of significance and corresponding critical value

d)Calculate t

e)Express your results in terms of p-values (p < or p > ?)

f)Determine whether your results are significant

g)State in one or two sentences your conclusions

Worked out by hand- not with a computer program.

Solutions

Expert Solution


Related Solutions

A lab technician is tested for her consistency by taking multiple measurements of cholesterol levels from...
A lab technician is tested for her consistency by taking multiple measurements of cholesterol levels from the same blood sample. The target accuracy in the past has been 2.5 or less with a standard deviation of 1.15. If the lab technician takes 16 measurements and the variance of the measurements in the sample is 2.2, does this provide enough evidence to reject the claim that the lab technician’s accuracy is within the target accuracy? At the a = .05 level...
51-54. Eve, age 65 and single with no dependents, provided the following information for her 2018...
51-54. Eve, age 65 and single with no dependents, provided the following information for her 2018 income tax return: Gross income $55,000 Capital loss $ 4,000 Total itemized deductions $ 4,400 Eve's capital loss deduction to reach AGI is: a. $0. b. $3,000. c. $4,000. d. None of the above. Eve's standard deduction, if it is used, is: a. $1,600. b. $13,600. c. $1,000. d. $12,000. e. None of the above. Eve's personal exemption is: a. $4,150. b. $0. c....
·     69 yr old male retired from the Police force ·     5'9" 210 lbs ·     BP = 140/80 ·     Cholesterol...
·     69 yr old male retired from the Police force ·     5'9" 210 lbs ·     BP = 140/80 ·     Cholesterol = 260mg/dL ·     Had an heart attack 6yrs ago ·     Mother died of MI @ 70 ·     Father developed hypertension @ 70 ·     He smokes a pack of cigarettes per day ·     Drinks vodka daily ·     lifts weights at home irregularly ·     walks the dog in the morning for 20 minutes and at night for 10 minutes at a moderate pace. He has been doing this since he has the dog...
Suppose the following data are selected randomly from a population of normally distributed values. 41 51...
Suppose the following data are selected randomly from a population of normally distributed values. 41 51 43 48 44 57 54 39 40 48 45 39 40 Construct a 95% confidence interval to estimate the population mean.
Measurements of the sodium content in samples of two brands of chocolate bar yield the following...
Measurements of the sodium content in samples of two brands of chocolate bar yield the following results (in grams): Brand A: 34.36    31.26    37.36    28.52    33.14    32.74    34.34    34.33    33.95 Brand B: 41.08    38.22    39.59    38.82    36.24    37.73    35.03    39.22    34.13    34.33    34.98    29.64    40.60 Let μXμX represent the population mean for Brand B and let μYμY represent the population mean for Brand A. Find a 98% confidence interval for the difference μX−μYμX−μY. Round down the degrees of freedom to...
Measurements of the sodium content in samples of two brands of chocolate bar yield the following...
Measurements of the sodium content in samples of two brands of chocolate bar yield the following results (in grams): Brand A: 34.36    31.26    37.36    28.52    33.14    32.74    34.34    34.33    27.95 Brand B: 41.08    38.22    39.59    38.82    36.24    37.73    35.03    39.22    34.13    34.33    34.98    29.64    40.60 Let μXμX represent the population mean for Brand B and let μYμY represent the population mean for Brand A. Find a 98% confidence interval for the difference μX−μYμX−μY. Round down the degrees of freedom to...
The following data are drawn from a normal population: (92, 93, 54, 58,74, 53, 63, 83,...
The following data are drawn from a normal population: (92, 93, 54, 58,74, 53, 63, 83, 64, 51). At the 1% significant level, test whether there isenough evidence to conclude that the population variance is less than 480.b. rhe another sample is also drawn from a normal population which is independent of the first one, and data are: (78, 65, 35, 67,55, 71). At 10 %significance level, test whether or not two populations have equal variance.
Over a 18 day period, daily measurements of silver yield from a mine us taken. The...
Over a 18 day period, daily measurements of silver yield from a mine us taken. The company has an original goal of the 60th percentile being more than 50 tons. From the 18 days, 8 days yielded less than 50 tons. No day yielded exactly 50 tons. Test to see if the company’s goal is upheld. (a) State the hypothesis for testing this claim. (b) Explain and show what test statistic you're using and how to get the p-value (c)...
Find the duration of the following bonds with yield to maturity of 6% - 6% copon...
Find the duration of the following bonds with yield to maturity of 6% - 6% copon rate with payment frequency 2, 20 years of maturity: - 9% coupon rate with frequency 2, 5 years of maturity - 9% coupon rate with frequency 2, 20 year
The following are some of the data collected in one of the mensuration exercises. The measurements...
The following are some of the data collected in one of the mensuration exercises. The measurements are volumes in m3/ha for 24 different plots: Column 1 Column 2 736 1009 1560 1413 990 1528 924 1079 1042 1207 1360 1770 936 826 1618 1573 1221 1259 1033 1564 1288 896 555 1462 a) Assume that each column of data comes from a different forest type. Is it very likely to get a variance ratio S12/S22 as big as, or greater...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT