Question: The following is in R script. PLEASE ANSWER PROBLEMS 3 AND 4 using the information given below! Note that there is no code chunk provided

The following is in R script. PLEASE ANSWER PROBLEMS 3 AND 4 using the information given below!

The following is in R script. PLEASE ANSWER PROBLEMS 3 AND 4

Note that there is no code chunk provided for this problem. Just write. Problem 4. Use mean and sumo Using an appropriate logical expression, find the count of people who are either: men who weigh less than 150 pounds, or women who weigh more than 200 pounds. Using the same logical expression, express the same fact as a fraction of the cases in the data. * Place your code here. Assignment 1 This assignment contains some exercises using your knowledge of Rand RStudio from the first two Datacamp courses and the course lectures and notes Everything in this assignment should be kept in the project folder you have established for your work. Make sure that the cdc data file is in that folder along with this Rmd file. Problem 1 Bring the cdc data into your R session with a load command. Run stron it to verify your success. #Place your code load("cdc.Rdata") str(cdc) # 'data.frame': 28028 abs. of 9 variables: uw $ genhlth : Factor w/ 5 levels 'excellent", "very good",..: 3 3 3 3 2 2 2 uw $ exerany num @11@11@1 w $ hlthplan: num 1111111111 $ smoke108: num 0118 @@@ 1 uw $ height : num 70 64 68 66 61 64 71 67 65 70 ... uw $ weight : int 175 125 125 132 150 114 194 179 150 180 $ wtdesire: int 175 115 185 124 130 114 185 160 130 170 uw $ age : int 77 33 49 42 55 55 31 45 27 44 ... uw $ gender Factor w/ 2 levels ".","f": 1 2 2 2 2 2 2 33 ... Problem 2 Use histo), baxplot, and summary to examine the variable cdc$height #Place your code here. hist(cdcSheight) baxplot(cdc$height) summary(cdc$height) Min. 1st Qu. Median Mean 3rd Qu. Max. 48.ee 64.ee 67.ee 67.18 78.ee 93.ee Problem 3 Write a paragraph conveying the information you obtained from these statistical procedures so that a blind person would understand it. Do not assume that the person you're speaking to understands statistical terminology

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