Question

In converting the scores, 8,20,14,7,11,14,3 to ranks(assingining rank 1 to lowest score) , the score of 14 has corressponding rank of​

Answer 1

Answer:

Step-by-step explanation:

California, for example, has a larger population than Canada, and 20 US ... You can change the default values by simply assigning another object: ... log(x = 8, base = 2) #> [1] 3 ... Say we want to rank the states from least to most gun murders. ... sort(murders$total) #> [1] 2 4 5 5 7 8 11 12 12 16 19 21 22 #> [14] 27 32 36 38 ...

Answer 2

the score of 14 has a corresponding rank of (5+6)/2 = 5.5.

To convert the scores to ranks, we need to first sort the scores in ascending order:

3, 7, 8, 11, 14, 14, 20

Next, we assign ranks to each score, starting from 1 for the lowest score:

Score: 3, Rank: 1

Score: 7, Rank: 2

Score: 8, Rank: 3

Score: 11, Rank: 4

Score: 14, Rank: 5

Score: 14, Rank: 6

Score: 20, Rank: 7

Since there are two scores of 14, we assign them ranks of 5 and 6, respectively, using the average of the ranks that they would have received if they were unique scores.

Therefore, the score of 14 has a corresponding rank of (5+6)/2 = 5.5.

Note that the rank is a way of ordering the scores, and it is not the same as the score itself. The rank indicates the position of the score in the ordered list of scores, while the score is the actual value of the measurement being assessed.

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