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Explain if each would be measured at a nominal, ordinal, interval or ratio level

ID: 3360498 • Letter: E

Question

Explain if each would be measured at a nominal, ordinal, interval or ratio level and explain why.

Distance to the moon in miles

Communication apprehension as measured by a Likert-type scale

Number of times you kiss your partner in an hour

Place of finish in a race

Attachment style

Argumentativeness score as represented on a scale

Your age (in days)

How many times you nod your head in a conversation

Year in School (freshman, sophomore, junior, senior)

Number of credit hours completed

Relationship type

Humor orientation as represented by a scale

Explanation / Answer

Explain if each would be measured at a nominal, ordinal, interval or ratio level and explain why.

(a) Distance to the moon in miles

It is ratio level and it is because we have an absolute zero here. Distance can be measured in any manner.

(b) Communication apprehension as measured by a Likert-type scale

It is ordinal level and it is because in likert scale we cannot comprehend that what is difference between two levels.

(c) Number of times you kiss your partner in an hour

It is Ratio Level as "count" variables are ratio variable.

(d) Place of finish in a race.

It is interval level. There are equal interval for people who finish the race.

(e) Attachment style

4 attachment styles: secure, anxious–preoccupied, dismissive–avoidant, and fearful–avoidant. So, we can see that

So, they are having "Nominal level."

(f) Argumentativeness score as represented on a scale

On a scale so Ordinal Level.

(g) Your age (in days)

Ratio level. Absolute Zero exists.

(h) How many times you nod your head in a conversation.

It is a count variable so "Ratio Level"

(i) Year in School (freshman, sophomore, junior, senior)

Nominal Level (as these are independent and don't have any quantitive effect)

(j) Number of credit hours completed.

Ration Level. Count variable.

(k) Relationship type

Nominal Level.

(l) Humor orientation as represented by a scale

ON a scale so Ordinal Level

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