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QUESTION 6 TRUE OR FALSE. According to the side-by-side boxplots there are outli

ID: 3050367 • Letter: Q

Question

QUESTION 6

TRUE OR FALSE.

According to the side-by-side boxplots there are outliers for students who do live on campus.

True

False

QUESTION 7

The shape of the distribution of ages of students who do live on campus is

symmetric and bell-shaped

symmetric and bimodal

left-skewed

right-skewed

QUESTION 8

For those who do NOT live on campus, the mean age is  (Round to a whole number) and the median age is  (Round to a whole number).

QUESTION 9

For students who do NOT live on campus, which measure of center is better to use for age?

the mean because by definition, it is the average

the median because it is more resistant to outliers and/or high skew than the mean

either the mean or the median because there are no outliers and the data is not highly skewed

neither the mean nor the median because they are not measures of center

QUESTION 10

For those who do live on campus, the mean age is  (Round to a whole number) and the median age is  (Round to a whole number).

Here is the data:

https://www.statcrunch.com/app/index.php?dataid=2534424

Need help ASAP

QUESTION 1

TRUE OR FALSE.  Create a histogram for the age variable (How old are you?).  There appears to be outliers for this variable in the histogram.

True

False

QUESTION 2

TRUE OR FALSE.  Create a boxplot for the age variable (How old are you?). Be sure to check the Use Fences to Identify Outliers box.  There appears to be outliers for this variable in the boxplot.

True

False

QUESTION 3

The shape of the distribution of ages of students who responded to the survey is

symmetric and bell-shaped

symmetric and uniform

left-skewed

right-skewed

QUESTION 4

TRUE OR FALSE.  

Create side-by-side boxplots of age, grouping by whether the student lives on campus.

There are outliers for students who do NOT live on campus.

True

False

QUESTION 5

The distribution of ages for students who do NOT live on campus is

left-skewed

right-skewed

symmetric and bell-shaped

symmetric and uniform

These are the previous questions ^

symmetric and bell-shaped

symmetric and bimodal

left-skewed

right-skewed

Explanation / Answer

Question6

Boxplot denotes that the values are how much scattered also there is any outliers presence in the data or not.

So in campus of college there is same age student is maximum where as the senior also present there. Hence compare to all the scenarios we can cimmcom they there will be outlier of this data and the given statement is TRUE.

Question 7

In campus there is large number of same age student and few senior students. Hence it is skewed to the left.

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