Part 5 of 6 (e) Find the equation of the regression line and draw the line on the scatter plot. Round the slope and y-intercept to at least four decimal plac The equation of the regression line is y =

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.5: Comparing Sets Of Data
Problem 14PPS
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Just need help with part 5, thank you!
For the given data set.
12
11
19
10
15
13
Part 1 of 6
2) Draw a scatter plot.
Part 2 of 6
(b) Find the value for 7. Round your ansvwer to at least three decimal places.
7E -0.984
Port 3 of 6
(c) Test the significance of 7 at the 5% level and at the 1% level.
TABLE 12-4 Significant Values for the Correlation Coefficient
146
5%
146
Sample Size
17
Sample Size
482
606
590
950
990
878
959
18
468
456
444
575
19
20
21
811
917
875
561
549
537
526
515
505
463
402
7
.754
433
707
666
834
423
22
23
6.
798
412
403
396
361
10
632
.765
11
602
735
24
12
576
708
25
30
684
661
13
553
40
312
254
14
532
15
514
641
60
330
16
497
623
120
179
234
There s
a significant relationahip between the data sets at the 5% significance level.
There s not
a signiticant relationship between the data sets at the 1% significance level.
Transcribed Image Text:For the given data set. 12 11 19 10 15 13 Part 1 of 6 2) Draw a scatter plot. Part 2 of 6 (b) Find the value for 7. Round your ansvwer to at least three decimal places. 7E -0.984 Port 3 of 6 (c) Test the significance of 7 at the 5% level and at the 1% level. TABLE 12-4 Significant Values for the Correlation Coefficient 146 5% 146 Sample Size 17 Sample Size 482 606 590 950 990 878 959 18 468 456 444 575 19 20 21 811 917 875 561 549 537 526 515 505 463 402 7 .754 433 707 666 834 423 22 23 6. 798 412 403 396 361 10 632 .765 11 602 735 24 12 576 708 25 30 684 661 13 553 40 312 254 14 532 15 514 641 60 330 16 497 623 120 179 234 There s a significant relationahip between the data sets at the 5% significance level. There s not a signiticant relationship between the data sets at the 1% significance level.
6.
.666
798
22
423
537
10
.632
.765
23
412
526
11
.602
735
24
403
515
12
576
708
25
396
505
13
553
684
30
361
463
14
.532
.661
40
312
402
15
514
.641
60
254
330
16
497
.623
120
179
234
There is
a significant relationship between the data sets at the 5% significance level.
There is not
a significant relationship between the data sets at the 1% significance level.
Correct Answer:
There is a significant relationship between the data sets at the 5% significance level.
There is a significant relationship between the data sets at the 1% significance level.
Part 4 of 6
(d) Describe the nature of the relationship if one exists.
There is a negative linear v relationship between the two data sets.
Part: 4 /6
Part 5 of 6
(e) Find the equation of the regression line and draw the line on the scatter plot. Round the slope and y-intercept to at least four decimal place
The equation of the regression line is y =
Transcribed Image Text:6. .666 798 22 423 537 10 .632 .765 23 412 526 11 .602 735 24 403 515 12 576 708 25 396 505 13 553 684 30 361 463 14 .532 .661 40 312 402 15 514 .641 60 254 330 16 497 .623 120 179 234 There is a significant relationship between the data sets at the 5% significance level. There is not a significant relationship between the data sets at the 1% significance level. Correct Answer: There is a significant relationship between the data sets at the 5% significance level. There is a significant relationship between the data sets at the 1% significance level. Part 4 of 6 (d) Describe the nature of the relationship if one exists. There is a negative linear v relationship between the two data sets. Part: 4 /6 Part 5 of 6 (e) Find the equation of the regression line and draw the line on the scatter plot. Round the slope and y-intercept to at least four decimal place The equation of the regression line is y =
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