Q2 The archers 10 archers take part in a competition. They have two rounds of arrows, one from 50 yards and one from 60 yards. Here are their scores out of 60 for each round. Find the value of the PMCC for the data. PMCC = The judges standardise the scores out of 100 by taking away 10 and doubling the scores. What is the value of the correlation coefficient now? PMCC = Give your answers correct to 3 d.p. 50 yards 10 17 23 26 29 34 41 47 51 54 60 yards 12 22 21 17 17 22 39 47 49 45
Q2 The archers 10 archers take part in a competition. They have two rounds of arrows, one from 50 yards and one from 60 yards. Here are their scores out of 60 for each round. Find the value of the PMCC for the data. PMCC = The judges standardise the scores out of 100 by taking away 10 and doubling the scores. What is the value of the correlation coefficient now? PMCC = Give your answers correct to 3 d.p. 50 yards 10 17 23 26 29 34 41 47 51 54 60 yards 12 22 21 17 17 22 39 47 49 45
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
![Q1 Q2 The archers
0
6
2
-
10 archers take part in a competition.
They have two rounds of arrows,
one from 50 yards and one from 60 yards.
Here are their scores out of 60 for each round.
Find the value of the PMCC for the data.
PMCC =
The judges standardise the scores out of 100
by taking away 10 and doubling the scores.
What is the value of the correlation coefficient now?
PMCC =
Give your answers correct to 3 d.p.
50
yards
10
17
23
26
29
34
41
47
51
54
60
yards
222
12
21
17
17
22
39
47
49
45](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F800b71b8-d526-4d36-a64a-25fc67e54962%2F2576dcc3-8ee8-49bf-a1f9-37216d0f7bd3%2Furd2pke_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q1 Q2 The archers
0
6
2
-
10 archers take part in a competition.
They have two rounds of arrows,
one from 50 yards and one from 60 yards.
Here are their scores out of 60 for each round.
Find the value of the PMCC for the data.
PMCC =
The judges standardise the scores out of 100
by taking away 10 and doubling the scores.
What is the value of the correlation coefficient now?
PMCC =
Give your answers correct to 3 d.p.
50
yards
10
17
23
26
29
34
41
47
51
54
60
yards
222
12
21
17
17
22
39
47
49
45
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