Could you please show details not just answers In a study de

 Could you please show details? not just answers In a study designed to examine the effects of adding oats to the typical American diet, individuals were randomly divided into two different groups. Twice a day, the first group substituted oats for other foods containing carbohydrates; the members of the second group did not make any changes to their diet. One outcome of interest is the serum cholesterol level of each individual eight weeks after the start of the study. Explanatory variables that might affect this response include diet group, serum cholesterol level at the start of the study, body mass index, and gender. The estimated coefficients and standard errors from the multiple regression model containing these four explanatory variables are displayed below.  Variable/..........Coefficient  .....Standard Error Diet Group ...........-11.25 .........4.33  Baseline Cholesterol.. 0.85 ..........0.07  Body Mass Index .......0.23 ..........0.65  Gender............... -3.02 ..........4.42    (c) If an individual’s body mass index were to increase by 10 kg/m2 while the values of all other explanatory variables remained constant, what would happen to his or her serum cholesterol level?  (d) The indicator variable gender is coded so that 1 represents a male and 0 a female. Who is more likely to have a higher serum cholesterol level eight weeks after the start of the study, a man or a woman? How much higher would it be, on average?      sbp    sex    tox    grmhem    gestage    apgar5    43      1      0         0         29         7    51      1      0         0         31         8    42      0      0         0         33         0    39      0      0         0         31         8    48      0      1         0         30         7    31      1      0         1         25         0    31      1      1         0         27         7    40      0      0         0         29         9    57      0      0         0         28         6    64      0      1         0         29         9    46      0      0         0         26         7    47      0      0         1         30         6    63      0      0         0         29         8    56      0      0         0         29         1    49      1      0         0         29         8    87      1      0         0         29         7    46      0      0         0         29         8    66      0      0         0         33         8    42      0      1         0         33         8     52      0      0         0         29         7     51      1      0         0         28         7    47      0      0         0         30         9     54      1      0         0         27         4    64      1      0         0         33         9    37      0      0         0         32         7    36      1      1         0         28         3    45      0      0         1         29         7    39      1      0         0         28         7    29      0      0         0         29         4    61      0      0         0         30         3    53      1      0         0         31         7    64      0      0         0         30         7    35      0      0         0         31         6     34      1      0         0         29         9    62      0      0         0         27         7    59      0      0         0         27         8    36      1      0         0         27         9    47      0      0         0         32         8    45      1      0         1         31         2    62      0      0         1         28         5    75      1      1         0         30         7    44      1      0         0         29         0    39      1      0         0         28         8    48      0      0         1         31         7     43      0      1         0         27         6    19      0      0         1         25         4    63      1      0         0         30         7    42      1      0         0         28         6    44      0      0         0         28         9    25      0      0         0         25         8    26      0      0         0         23         8    27      1      0         0         27         9    35      1      0         0         28         8    40      1      0         0         27         7    44      0      0         0         27         6    66      1      0         0         26         8    59      0      0         0         25         3    24      0      0         0         23         7    40      0      0         1         26         3    49      0      0         0         24         5    53      1      1         0         29         9    45      0      0         0         29         9    50      1      0         1         27         8    64      1      0         0         30         7    48      0      0         0         30         6    48      0      0         1         32         4    58      0      1         0         33         7    67      0      0         0         27         8     40      0      0         1         31         8    48      0      0         0         26         8    36      1      0         0         27         5    44      1      0         0         27         6    53      0      1         0         35         9    45      0      1         0         28         6    54      1      0         0         30         8    44      1      1         0         31         2    42      1      0         0         30         5    50      0      0         0         27         0    48      0      0         0         25         5    29      0      0         1         25         5    30      0      0         1         26         2    36      0      0         0         29         0    44      0      0         0         29         0    46      0      1         0         34         9    51      1      1         0         30         4    51      1      0         0         29         5     43      1      1         0         33         7    48      1      0         0         30         5    52      1      0         0         29         8    43      1      0         0         24         6    42      1      1         0         33         8    48      1      0         1         25         5    49      0      1         0         32         8     62      1      1         0         31         7    45      1      0         0         31         9     51      0      1         1         31         6    52      1      0         0         29         8    47      1      1         0         32         5    40      0      1         0         33         8    50      0      0         0         28         7 

Solution

c) His serum cholestrol will increase as the coefficient of body mass index is positive

d) Not sure but it would be females as there body mass index and baseline cholestrol is changing a lot week by week and there coefficients are positive..

 Could you please show details? not just answers In a study designed to examine the effects of adding oats to the typical American diet, individuals were random

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