At first we give a short description of the given variables.
a)PARTYID:- It is respondent's political party identification i.e the political idology followed by the respondent. It is a qualitative type of variable.
Ex- A person or respondent may follow the republican, democratic idology etc.
b)NRINCOME06:- It is the respondent's annual income.It is a continuous quantitative type of variable.
Ex-Annual income of a respondent may be 4-5lakhs per annum or 10-20 lakhs per annum.
c)LETIN1:- It is the no. Of immigrants to America now a days.This is also a quantitative type of variable (continuous).
Ex:-Study revealed that there are about 43 million immigrants to America at present.
d)EMAILHR:- It is the no. Of hours spent on emails per week.It is a quantitative type of data(continuous).
Ex:- according to some reports an average person spents about 11 hours on emails per week.
Now these data can be repeserepre graphically in several ways.One of which is comparing the no. Of immigrants with the annual income,email hour, party id.
THE DATA USED FOR CONSTRUCTION OF THE GIVEN GRAPHS ARE PURELY ARBRITRARY.



Here we have used pie chart
and bar chart for suitable representation of the
variables.
5. Determine how best to represent the following variables graphically- ARTYID (respondent's political party identification) b....
Determine the appropriate measure of central tendency for the following variables. A. Respondents marital status B. Respondents general level of happiness C. Number of hours a respondents worked last week D. Which presidential candidate respondent voted for in 2012 E. Number of brothers and sisters of respondents F. Beliefs about the Bible
2. A statistician wanted to determine if the demographic variables of age, education, and income influence the number of hours of television watched per week. A random sample of 25 adults was selected to estimate the multiple regression model: y = B. + B,x; + B x2 + Box: +8, where y is the number of hours of television watched last week, *, is the age (in years), *z is the number of years of education, and income (in $1,000)....
A company wants to determine how many units of each of two products, A and B, they should produce. The profit on product A is $50 and the profit on product B is $45. Applying linear programming to this problem, which of the following is the objective function if the firm wants to make as much money as possible? Maximize Z = A/45B + B/50A Minimize Z = 50 A + 45 B Maximize Z = A + B Minimize...
Help. its either nominal,ordinal or quantitative
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Ch 25-3
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please answer two questions
thank you
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