Determine the value of r for the following data.
x 158 296 87 110 436
y 349 510 301 322 550
(Round the intermediate values to 1 decimal place. Round your answer to 3 decimal places.)
r =
Solution:
| X | Y | XY | X^2 | Y^2 |
| 158 | 349 | 55142 | 24964 | 121801 |
| 296 | 510 | 150960 | 87616 | 260100 |
| 87 | 301 | 26187 | 7569 | 90601 |
| 110 | 322 | 35420 | 12100 | 103684 |
| 436 | 550 | 239800 | 190096 | 302500 |
| n | 5 |
| sum(XY) | 507509.00 |
| sum(X) | 1087.00 |
| sum(Y) | 2032.00 |
| sum(X^2) | 322345.00 |
| sum(Y^2) | 878686.00 |
| Numerator | 328761.00 |
| Denominator | 337247.43 |
| r | 0.9748 |
| r square | 0.9503 |
| Xbar(mean) | 217.4000 |
| Ybar(mean) | 406.4000 |
| SD(X) | 131.1726 |
| SD(Y) | 102.8408 |
| b | 0.7643 |
| a | 240.2448 |

r = 0.975
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5 47 4.090
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data, and compute the residuals.
x
16
7
19
13
4
y
47
36
53
45
18
Do not round the intermediate values. (Round your
answers to 3 decimal places.)
y^=(______)+(________)x
Do not round the intermediate values. (Round your
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Find below's Residuals
x
y
Residuals
16
47
?
7
36
?
19
53
?
13
45
?
4
18
?
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