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The thrill of riding a roller coaster is​ addictive, both for its users who take the​ ride, and for the designers and engineers to make them bigger and faster. On the​ internet, there are many data sets available that rank popular roller coasters according to their maximum​ speed, the​ g-force experienced, or the​ height, to allow you maximizing your thrill. In this case​ study, we will investigate one of these data​ sets, counting 408 roller​ coasters, half of them in North​ America, and the others in Latin America and Europe. Important variables in the data set that affect the thrill are Height​ (in meters), Speed​ (in miles per​ hours, mph), Length​ (in meters), and Duration​ (in seconds). But connoisseurs will also be interested in knowing if the coaster is of steel or wood​ (Type or also​ Construction), if there are any Inversions​ (Yes/No) and if​ so, how many​ (Numinversions), the maximum​ g-force (GForce) or when it was constructed​ (Opened). As with all real data​ sets, the data are​ incomplete: for quite a lot of​ coasters, we are missing values for one or several of the variables. We will perform all our analyses on the largest possible data​ set, excluding only those records that contain missing values for the specific analysis.

What variables in our data set are of quantitative​ type? Select all that apply.
A.
Speed
B.
Country
C.
Inversions
D.
GForce
E.
Height
F.
Opened
G.
Duration
H.
Numinversions
I.
Type
J.
Length

Answer :

Answer:

The quantitative variables in this case are:

A.  Speed

D.  GForce

E.  Height

G. Duration

H. Numinversions

J.  Length

Step-by-step explanation:

One criteria to differentiate qualitative variables from quantitative variables is to determine if mathematical calculations over these variables makes sense.

If it makes sense, it is a quantitative variable.

For example, binary variables, although they can be represented by 0 and 1, would be a qualitative variable.

The quantitative variables in this case are:

A.  Speed

D.  GForce

E.  Height

G. Duration

H. Numinversions

J.  Length

They all will be represented by numbers for which mathematical operations make sense.

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