
1. Graph the normal quantile plot and add a line:
2. Does the data appear to have come from a normal
distribution? Why/why not?
3. Find the probability for a standard normal distribution and
graph it.
• Graph P(z < 1).
4. Find P(z < 1) for a standard normal curve:
x <-
c(36.1,30.5,2.9,17.5,21,23.5,25.6,16,28.9,29.6,7.8,20.4,33.8,26.8,
0,9.9,25.8,19.5,19.1,18.5,22.9,9.7,39.2,19,8.6)
qqnorm(x)
qqline(x)

2)
the data appears to have come from a normal distribution
this is because most of point lie near the line
1. Graph the normal quantile plot and add a line: 2. Does the data appear to...
a) Insert here a copy of the plot for the heating curve you created in laboratory. Remember that an acceptable plot has labels and units on the axes, a legend, and a title. PLOT GRAPH Run 1 Time Temperature T T min °C 0.0 22.0 0.2 22.0 0.5 22.1 0.8 21.9 1.0 22.2 1.2 22.1 1.5 22.1 1.8 22.3 2.0 22.0 2.2 21.9 2.5 22.0 2.8 22.2 3.0 22.7 3.2 23.6 3.5 24.7 3.8 26.5 4.0 28.0 4.2 29.6 4.5 ...
INN
MARGIN
ROOMS
NEAREST
OFFICE
COLLEGE
INCOME
DISTTWN
1
61
3203
0.1
549
8
37
12.1
2
34
2810
1.5
496
17.5
39
0.4
3
46
2890
1.9
254
20
39
12.2
4
31.9
3422
1
434
15.5
36
2.7
5
57.4
2687
3.4
678
15.5
32
7.9
6
47.5
3080
2.4
488
13.5
31
6.7
7
54.4
2756
1.1
832
14.5
35
6.9
8
46.2
2244
0.7
496
15.5
38
8.9
9
54.1
2862
1.4
809
16.5
33
3...
INN
MARGIN
ROOMS
NEAREST
OFFICE
COLLEGE
INCOME
DISTTWN
1
44.2
3471
2.1
523
12
35
9.4
2
29.8
3567
1.8
140
13.5
42
5.7
3
38.4
3264
1.6
404
22.5
45
4.4
4
54.4
3234
1.1
649
19.5
35
6.5
5
34.5
2730
4
171
17
41
10.5
6
44.9
3003
3.4
402
15.5
37
4.6
7
46
2341
2
580
23
45
7.4
8
50.2
3021
2.6
572
8.5
33
9.3
9
46
2655
3.2
666
22
40
6.7...