- •1 Дослідження парної лінійної регресії в економічних розрахунках
- •2 Дослідження множинної лінійної регресії в економічних розрахунках
- •3 Аналіз індивідуального ринку
- •4 Оцінка розміру податкових ставок
- •5 Дослідження виробничої регресії коБба-дугласа
- •Додаток а Використання пеом під час виконання лабораторних робіт
- •Додаток б Варіанти вихідних даних для лабораторних робіт Лабораторна робота №1
- •Лабораторна робота №2
- •Лабораторна робота № 3
- •Лабораторна робота № 4
- •Лабораторна робота № 5
- •Додаток в Пакети аналізу Регресія
- •Додаток г Функція excel лінейн
Лабораторна робота № 4
Таблиця Б.4 – Залежність розміру податкових ставок від податкових надходжень
|
1 |
Х1 |
21.1 |
23.6 |
24.4 |
24.8 |
27.0 |
28.6 |
31.0 |
33.1 |
33.7 |
34.9 |
35.2 |
36.4 |
37.2 |
|
Х2 |
52.1 |
57.0 |
60.7 |
65.7 |
69.9 |
74.6 |
77.8 |
78.0 |
83.0 |
86.9 |
89.2 |
94.6 |
97.0 | |
|
Y |
69.5 |
75.9 |
79.9 |
84.6 |
89.0 |
95.6 |
99.8 |
103.1 |
107.5 |
111.9 |
114.5 |
120.9 |
122.8 | |
|
2 |
Х1 |
30.1 |
32.6 |
33.7 |
35.1 |
36.4 |
39.4 |
41.8 |
43.3 |
44.2 |
46.0 |
47.8 |
49.5 |
49.7 |
|
Х2 |
52.1 |
53.5 |
53.1 |
56.5 |
54.1 |
58.2 |
55.1 |
57.2 |
56.1 |
56.1 |
57.1 |
58.7 |
58.1 | |
|
Y |
78.2 |
82.5 |
83.8 |
86.7 |
87.0 |
92.8 |
91.5 |
95.3 |
94.7 |
96.7 |
99.5 |
102.9 |
102.6 | |
|
3 |
Х1 |
26.9 |
28.7 |
29.8 |
31.5 |
34.4 |
35.5 |
35.9 |
37.3 |
40.1 |
42.7 |
44.6 |
44.8 |
46.5 |
|
Х2 |
52.1 |
56.7 |
60.9 |
62.9 |
67.2 |
67.5 |
72.7 |
76.9 |
81.0 |
84.4 |
85.8 |
89.8 |
93.7 | |
|
Y |
75.2 |
81.4 |
84.9 |
90.0 |
96.3 |
97.2 |
102.2 |
107.1 |
114.0 |
118.5 |
123.1 |
126.2 |
131.7 | |
|
4 |
Х1 |
23.8 |
23.8 |
24.2 |
24.8 |
24.9 |
25.9 |
26.7 |
27.8 |
30.3 |
31.5 |
33.4 |
35.6 |
37.7 |
|
Х2 |
42.7 |
46.6 |
49.3 |
51.8 |
53.3 |
55.5 |
58.6 |
59.0 |
64.4 |
65.7 |
68.8 |
69.2 |
74.4 | |
|
Y |
63.4 |
67.2 |
70.9 |
72.2 |
74.2 |
76.2 |
81.2 |
81.4 |
88.8 |
92.7 |
96.5 |
99.1 |
106.5 | |
|
5 |
Х1 |
43.1 |
45.2 |
45.5 |
47.8 |
49.5 |
50.3 |
53.3 |
53.7 |
53.7 |
55.5 |
57.4 |
59.2 |
61.2 |
|
Х2 |
32.4 |
34.8 |
38.0 |
40.3 |
45.7 |
48.2 |
53.3 |
55.4 |
55.5 |
56.7 |
62.2 |
65.9 |
68.4 | |
|
Y |
68.7 |
73.3 |
77.6 |
80.1 |
88.1 |
91.0 |
100.4 |
102.2 |
101.1 |
103.9 |
112.1 |
118.3 |
121.9 | |
|
6 |
Х1 |
55.0 |
55.4 |
55.6 |
56.8 |
58.3 |
59.7 |
60.8 |
63.6 |
65.6 |
68.0 |
70.7 |
71.4 |
74.2 |
|
Х2 |
32.5 |
36.7 |
40.6 |
45.0 |
49.4 |
52.2 |
52.4 |
55.3 |
59.7 |
60.4 |
62.3 |
65.6 |
66.3 | |
|
Y |
74.9 |
81.7 |
86.0 |
93.1 |
99.4 |
102.3 |
103.2 |
109.2 |
115.9 |
117.4 |
120.6 |
124.7 |
128.0 | |
|
7 |
Х1 |
46.0 |
46.6 |
48.7 |
49.2 |
49.3 |
51.7 |
54.3 |
54.7 |
55.7 |
58.6 |
61.5 |
64.1 |
67.1 |
|
Х2 |
32.8 |
34.3 |
38.9 |
42.8 |
43.8 |
48.4 |
48.7 |
52.5 |
56.9 |
59.7 |
62.1 |
66.3 |
66.9 | |
|
Y |
69.9 |
72.4 |
80.3 |
85.4 |
85.1 |
92.3 |
94.9 |
99.4 |
104.1 |
110.2 |
115.8 |
121.6 |
127.7 | |
|
8 |
Х1 |
45.9 |
46.2 |
47.4 |
49.8 |
51.6 |
53.8 |
55.3 |
56.5 |
59.5 |
60.7 |
61.4 |
63.3 |
64.7 |
|
Х2 |
52.1 |
55.5 |
55.9 |
56.6 |
57.9 |
63.2 |
63.7 |
64.3 |
65.4 |
69.5 |
73.1 |
74.8 |
80.3 | |
|
Y |
92.3 |
97.2 |
98.6 |
100.9 |
102.7 |
111.2 |
111.8 |
114.1 |
117.6 |
121.9 |
126.5 |
129.6 |
135.6 | |
|
9 |
Х1 |
32.1 |
34.3 |
36.3 |
38.4 |
40.8 |
42.1 |
43.5 |
45.8 |
48.7 |
51.6 |
53.7 |
54.4 |
55.7 |
|
Х2 |
44.1 |
45.4 |
46.4 |
50.9 |
55.5 |
57.9 |
63.4 |
63.8 |
66.5 |
66.9 |
68.3 |
71.5 |
76.5 | |
|
Y |
74.2 |
76.2 |
78.5 |
85.9 |
910 |
95.6 |
102.4 |
104.4 |
108.3 |
111.3 |
114.6 |
119.4 |
124.6 | |
|
10 |
Х1 |
33.1 |
34.2 |
36.3 |
38.4 |
41.0 |
43.7 |
44.3 |
46.0 |
47.0 |
49.3 |
50.1 |
51.6 |
53.9 |
|
Х2 |
25.1 |
25.4 |
30.2 |
32.7 |
35.7 |
41.1 |
43.5 |
47.9 |
53.3 |
56.8 |
62.2 |
64.2 |
69.7 | |
|
Y |
54.1 |
54.9 |
62.0 |
66.3 |
70.5 |
79.3 |
81.3 |
88.0 |
94.8 |
99.7 |
106.2 |
110.4 |
117.7 | |
|
11 |
Х1 |
43.2 |
44.9 |
46.2 |
46.8 |
49.4 |
51.7 |
52.5 |
54.8 |
57.3 |
57.9 |
60.2 |
60.6 |
60.9 |
|
Х2 |
25.2 |
36.4 |
41.7 |
47.3 |
50.8 |
52.2 |
52.6 |
57.6 |
62.8 |
67.9 |
71.5 |
75.7 |
78.8 | |
|
Y |
71.1 |
75.1 |
82.4 |
88.9 |
94.7 |
96.8 |
97.6 |
104.5 |
112.7 |
117.7 |
124.0 |
127.9 |
131.3 | |
|
12 |
Х1 |
54.2 |
56.8 |
59.7 |
61.4 |
63.5 |
64.7 |
64.8 |
67.4 |
69.0 |
70.7 |
71.3 |
73.7 |
75.9 |
|
Х2 |
33.6 |
39.1 |
40.4 |
42.9 |
44.0 |
46.8 |
51.9 |
56.3 |
56.6 |
58.7 |
59.6 |
62.4 |
63.9 | |
|
Y |
75.4 |
85.4 |
88.5 |
92.7 |
95.2 |
99.5 |
106.2 |
113.2 |
114.5 |
118.1 |
118.7 |
123.0 |
127.4 | |
|
13 |
Х1 |
34.8 |
35.8 |
38.7 |
40.7 |
41.9 |
42.3 |
44.3 |
46.6 |
48.4 |
48.8 |
51.7 |
53.3 |
54.4 |
|
Х2 |
32.4 |
36.4 |
39.9 |
43.4 |
47.9 |
51.6 |
56.0 |
60.7 |
61.9 |
66.9 |
70.6 |
72.3 |
75.2 | |
|
Y |
62.4 |
67.5 |
74.0 |
79.5 |
85.9 |
88.9 |
95.3 |
101.9 |
104.7 |
110.1 |
116.6 |
118.1 |
122.2 | |
|
14 |
Х1 |
43.6 |
44.0 |
44.8 |
46.3 |
47.6 |
47.9 |
50.1 |
50.5 |
51.1 |
52.9 |
53.1 |
54.0 |
56.8 |
|
Х2 |
34.7 |
37.7 |
40.4 |
42.8 |
44.7 |
49.5 |
51.8 |
53.8 |
57.6 |
60.4 |
63.3 |
63.6 |
66.0 | |
|
Y |
71.9 |
75.1 |
78.1 |
83.1 |
86.7 |
92.3 |
94.9 |
97.5 |
102.0 |
106.4 |
110.0 |
110.0 |
114.6 | |
|
15 |
Х1 |
43.4 |
45.5 |
46.3 |
46.8 |
49.8 |
51.3 |
53.8 |
55.1 |
56.2 |
56.9 |
59.6 |
60.3 |
60.4 |
|
Х2 |
32.3 |
37.2 |
42.5 |
47.7 |
50.2 |
54.6 |
57.2 |
60.4 |
62.7 |
64.0 |
68.4 |
71.6 |
74.3 | |
|
Y |
69.3 |
75.4 |
82.4 |
88.1 |
93.8 |
99.3 |
104.9 |
108.8 |
111.6 |
114.4 |
120.5 |
123.3 |
126.1 | |
|
16 |
Х1 |
45.3 |
45.6 |
45.9 |
48.4 |
51.0 |
51.6 |
52.1 |
52.6 |
55.5 |
56.7 |
57.3 |
57.8 |
58.7 |
|
Х2 |
36.6 |
38.5 |
42.5 |
47.7 |
53.2 |
57.7 |
60.7 |
64.8 |
64.9 |
69.4 |
74.6 |
77.9 |
80.3 | |
|
Y |
75.4 |
77.7 |
81.3 |
89.2 |
97.7 |
103.1 |
105.4 |
111.7 |
114.2 |
118.3 |
124.8 |
127.4 |
131.6 | |
|
17 |
Х1 |
33.3 |
33.6 |
33.8 |
34.5 |
36.8 |
39.4 |
40.3 |
42.7 |
44.7 |
44.9 |
45.7 |
48.0 |
50.4 |
|
Х2 |
47.5 |
52.2 |
55.1 |
58.7 |
62.3 |
67.9 |
73.1 |
75.4 |
78.5 |
81.4 |
81.5 |
81.7 |
82.6 | |
|
Y |
77.6 |
82.8 |
85.0 |
89.2 |
95.0 |
102.3 |
107.7 |
112.2 |
115.7 |
120.2 |
119.3 |
123.3 |
126.5 | |
|
18 |
Х1 |
44.4 |
47.3 |
48.2 |
49.8 |
52.2 |
54.3 |
54.4 |
56.9 |
58.7 |
61.5 |
63.8 |
64.2 |
65.0 |
|
Х2 |
33.3 |
38.5 |
40.4 |
45.8 |
46.2 |
50.0 |
52.1 |
56.7 |
57.9 |
60.5 |
63.0 |
65.1 |
66.6 | |
|
Y |
70.1 |
78.6 |
81.7 |
38.7 |
90.8 |
96.4 |
99.7 |
106.1 |
109.2 |
112.8 |
117.1 |
119.1 |
123.2 |