I have a data set called ACS that I set my_data <- read.csv('acs_ny_CSV.csv'). One of the values in the data set here is FamilyIncome having a value from 50 to 1 mill plus FamilyIncome Min. : 50 1st Qu.: 52540 Median : 87000 Mean : 110281 3rd Qu.: 133800 Max. :1605000 I need to convert this value to a 0 and 1 as I need to "Make a binary variable with value TRUE for income above $150,000 and FALSE for income below." Can yo tell me what I need to do for coding? For additional info the overall problem I am solving is that I need this info for is -...... Use the subset (acs_ny.csv) of the 2010 American Community Survey (ACS) for New York state found here http://www.jaredlander.com/data/acs_ny.csv , make a logistic regression model in R. predict whether a household has an income > than $150,000. Explain your results including deviance residuals, coefficients, and AIC. Make a coefficient plot for logistic regression on family income greater than $150,000. Make a new binary variable with value TRUE for income above $150,000 and FALSE for income below. Make a density plot of family income to see distribution. Use glm() function to perform logistic regression in R.
I am going to use the code
model <- glm(formula=FamilyIncome~.,data=my_data,family='binomial')
which I am hoping once the Family income has been changed to True for > = 150,000 and False for < 150,000 false will run and work
m = 150000
data[data$FamilyIncome > m,'y'] = TRUE
data[data$FamilyIncome <= m,'y'] = FALSE
Above will create a new column y with your 1 or 0 category
You can remove FamilyIncome now
data$FamilyIncome <- NULL
Then run the code
model <- glm(formula=y~.,data=my_data,family='binomial')
I have a data set called ACS that I set my_data <- read.csv('acs_ny_CSV.csv'). One of the...
Help with some data science questions Q.1 The linear regression model assumes multivariate normality, no or little multicollinearity, no auto-correlation, and homoscedasticity? Which assumption is missing from this list? (no more than 10 words) Q.2 The coefficient of correlation measures the percent change in the feature variables explained by the target variables. a) True b) False Q.3 In a linear regression model, the coefficient measures the change in Y explained by one unit-change in X. a) True b) False Q4....
For expert using R , I solve it but i need to figure out what
I got is correct or wrong. Thank you
# Simple Linear Regression and Polynomial Regression
# HW 2
#
# Read data from csv file
data <-
read.csv("C:\data\SweetPotatoFirmness.csv",header=TRUE,
sep=",")
head(data)
str(data)
# scatterplot of independent and dependent variables
plot(data$pectin,data$firmness,xlab="Pectin,
%",ylab="Firmness")
par(mfrow = c(2, 2)) # Split the plotting panel into a 2 x 2
grid
model <- lm(firmness ~ pectin , data=data)
summary(model)
anova(model)
plot(model)...
linear stat modeling & regression
please ,
i need the solution for Q3, but i copy Q2 because you need
info from Q2 in order to answer Q3.
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R STUDIO
Create a simulated bivariate data set consisting of n 100 (xi, yi) pairs: Generate n random a-coordinates c from N(0, 1) Generate n random errors, e, from N(0, o), using o 4. Set yiBoB1x; + , Where Bo = 2, B1 = 3, and eN(0, 4). (That is, y is a linear function of , plus some random noise.) (Now we have simulated data. We'll pretend that we don't know the true y-intercept Bo 2, the true slope...
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uestion 1:
The sales of a company
(in million dollars) for each year are shown in the table below,
identify the linear regression model in the form y=mx+b and report
the values of m (slope) and b (intercept) as well as the estimated
value of y when the value of x is 10.
x (year)
2005
2006
2007
2008
2009
y (sales)
12
19
29
37
45
NOTE: You should
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Decide (with short explanations) whether the following
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