Question

People gain weight when they take in more energy from food than they expend. Some researchers...

People gain weight when they take in more energy from food than they expend. Some researchers wanted to investigate the link between obesity and energy spent on daily activity. Choose 20 healthy volunteers who don't exercise. Deliberately choose 10 who are lean and 10 who are mildly obese but still healthy. Attach sensors that monitor the subjects' every move for 10 days. The table below presents data on the time (in minutes per day) that the subjects spent standing or walking, sitting, and lying down. It can be concluded that mildly obese people spend less time standing and walking (on the average) than lean people. Is there a significant difference between the mean times the two groups spend lying down? Use the four-step process to answer this question from the data. (Let μ1 be the mean time spent lying down by the lean group, and μ2 be the mean time for the obese group.)

Time (minutes per day) spent in three different postures by lean
and obese subjects
Group Subject Stand/Walk Sit Lie
Lean 1         513.100 368.300 550.500
Lean 2         606.925 376.512 448.650
Lean 3         318.212 584.138 535.362
Lean 4         583.644 352.144 484.269
Lean 5         573.869 347.994 512.081
Lean 6         545.388 387.312 501.500
Lean 7         679.188 270.188 463.700
Lean 8         556.656 327.219 570.006
Lean 9         372.831 535.031 536.431
Lean 10         501.700 533.838 396.962
Obese 11         265.244 647.281 519.044
Obese 12         467.756 451.644 516.931
Obese 13         371.138 578.662 563.300
Obese 14         418.667 577.662 530.208
Obese 15         346.375 580.662 509.931
Obese 16         421.531 562.556 449.856
Obese 17         362.650 617.262 461.550
Obese 18         271.344 645.181 504.981
Obese 19         415.631 570.769 449.706
Obese 20         427.356 595.369 408.919
SOLVE: Find the size, mean and standard deviation of each group. (Round your means and standard deviations to four decimal places.)
n

x

s
Lean
Obese    


Calculate the test statistic. (Round your answer to three decimal places.)
t =
0 0
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Answer #1
Lean Obese
499.9461 491.4426 x
52.7002 46.8780 s
10 10 n

t = 0.381

Lean Obese
550.5 519.044
448.65 516.931
535.362 563.3
484.269 530.208
512.081 509.931
501.5 449.856
463.7 461.55
570.006 504.981
536.431 449.706
396.962 408.919
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Answer #2
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