llustration 15.8. Calculate the coefficient of correlation of the marks in statistics (y) and in Maths (x) for eight students given in column (2) and (5) below. CALCULATION OF KARL PEARSON'S COEFFICIENT OF CORRELATION BETWEEN MARKS IN STATISTICS AND IN MATHEMATICS. Product of Marks Deviations Deviations Deviations. i.e..Cols Marks in Deviation Deviation in from squared from squared Мean (68) Statistics Math. Mean(69) ーデ (3) X(6) y (x-3) (x-)0-5) (5) (6) (7) (8) (1) (2) (3) (4) 67 -2 4 1 65 -3 68 -1 1 2 66 -2 4 16 4 3 67 -1 1 65 -1 1 1 4 67 -1 1 68 62

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 84RE
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Related questions
Question
100%
5
68
72
+3
9.
6.
69
+1
1
72
+3
9.
3
7
70
+2
4
69
72
+4
16
71
+2
4
8
544
36
552
44
24
00
00
Transcribed Image Text:5 68 72 +3 9. 6. 69 +1 1 72 +3 9. 3 7 70 +2 4 69 72 +4 16 71 +2 4 8 544 36 552 44 24 00 00
TIlustration 15.8. Calculate the coefficient of correlation of the marks in
statistics (y) and in Maths (x) for eight students given in column (2) and
(5) below.
CALCULATION OF KARL PEARSON’s COEFFICIENT OF CORRELATION BETWEEN MARKS
IN STATISTICS AND IN MATHEMATICS.
Product of
Marks Deviations Deviations Deviations.
squared
(x-7)'
Marks in Deviation Deviation
from
i.e.Cols
from squared
Mean(68)
in
Statistics
Math. Mean(69)
(3) X(6)
(x-x)
(x-x)v-j)
(4)
(5)
(6)
(7)
(8)
(1) (2)
(3)
-2
4
6.
1
65
-3
67
68
-1
1
2
66
-2
4
-4
16
4
3
67
-1
1
65
-1
1
1
4
67
-1
1
68
Transcribed Image Text:TIlustration 15.8. Calculate the coefficient of correlation of the marks in statistics (y) and in Maths (x) for eight students given in column (2) and (5) below. CALCULATION OF KARL PEARSON’s COEFFICIENT OF CORRELATION BETWEEN MARKS IN STATISTICS AND IN MATHEMATICS. Product of Marks Deviations Deviations Deviations. squared (x-7)' Marks in Deviation Deviation from i.e.Cols from squared Mean(68) in Statistics Math. Mean(69) (3) X(6) (x-x) (x-x)v-j) (4) (5) (6) (7) (8) (1) (2) (3) -2 4 6. 1 65 -3 67 68 -1 1 2 66 -2 4 -4 16 4 3 67 -1 1 65 -1 1 1 4 67 -1 1 68
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