Table 3 Random normal variate when \(\mu =[\mathrm{20,22}]\) and \(\sigma =[\mathrm{1,1.5}]\)
From: Simulating imprecise data: sine–cosine and convolution methods with neutrosophic normal distribution
Sr# | \({I}_{N}\)=0 | \({I}_{N}\)=0.01 | \({I}_{N}\)=0.02 | \({I}_{N}\)=0.03 | \({I}_{N}\)=0.05 | \({I}_{N}\)=0.10 | ||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
\({x}_{1N}\) | \({x}_{2N}\) | \({x}_{1N}\) | \({x}_{2N}\) | \({x}_{1N}\) | \({x}_{2N}\) | \({x}_{1N}\) | \({x}_{2N}\) | \({x}_{1N}\) | \({x}_{2N}\) | \({x}_{1N}\) | \({x}_{2N}\) | |
1 | [19.6,21.5] | [20.8,23.2] | [20.4,22.6] | [21.6,24.4] | [21.2,23.8] | [21.7,24.6] | [18.6,19.8] | [20.9,23.1] | [18.9,20.8] | [18.6,19.66] | [18.6,19.66] | [21.5,23.64] |
2 | [21.6,24.4] | [18.3,19.5] | [20.4,22.6] | [19.7,21.6] | [21.9,24.8] | [20.2,22.3] | [20.9,23.2] | [20.9,23.4] | [18.9,20.2] | [20.9,23.11] | [20.9,23.11] | [21,23.34] |
3 | [21.3,24] | [22,24.9] | [19.3,20.9] | [20.3,22.5] | [19.1,20.8] | [18.8,20.1] | [20.2,22.2] | [22,25] | [19.8,21.7] | [20.6,22.71] | [20.6,22.71] | [20.4,22.19] |
4 | [20.3,22.5] | [20.7,23] | [20.6,22.8] | [20.4,22.6] | [18.4,19.7] | [19.9,21.8] | [18,19.1] | [19.7,21.2] | [20.8,23.1] | [20.1,22.21] | [20.1,22.21] | [19.6,21.24] |
5 | [19.2,20.8] | [21.1,23.7] | [20.3,22.4] | [20.8,23.2] | [19.8,21.9] | [18.3,19.5] | [19.8,22] | [18.8,20.2] | [19.2,20.7] | [20.9,23.18] | [20.9,23.18] | [20.3,21.95] |
6 | [20.1,22.2] | [20.9,23.4] | [19.5,21.2] | [21,23.5] | [17.6,18.4] | [20.7,22.9] | [18.8,20.2] | [19.9,21.7] | [19.6,21.4] | [20.5,22.65] | [20.5,22.65] | [20.7,23.26] |
7 | [20,22] | [21.8,24.8] | [19.5,21.4] | [18.1,19.1] | [19.3,21.1] | [19.2,20.7] | [19.6,21.5] | [19.7,21.6] | [20.1,22.5] | [19,20.67] | [19,20.67] | [21.2,24.25] |
8 | [18.1,19.2] | [20.4,22.6] | [20.1,22.2] | [20.6,22.8] | [20.8,23.3] | [19,20.6] | [21.3,24] | [20.3,22.5] | [20.8,23.1] | [21.2,23.74] | [21.2,23.74] | [20.8,22.86] |
9 | [18.3,19.4] | [19.5,21.2] | [18,19] | [19.2,20.7] | [18.4,19.6] | [20.8,23] | [20.6,22.9] | [20.6,22.9] | [20,21.9] | [21.1,23.55] | [21.1,23.55] | [18.8,20.49] |
10 | [19.6,21.4] | [18.9,20.3] | [20.7,23] | [20.3,22.5] | [18.6,19.9] | [20.5,22.6] | [20.6,22.9] | [21.7,24.6] | [20.9,23.5] | [19.2,21.29] | [19.2,21.29] | [19,21.38] |
11 | [19.8,21.8] | [20.7,23] | [20.3,22.4] | [20.6,22.9] | [20.2,22.4] | [19.5,21.3] | [19.8,22.1] | [18.4,19.7] | [20.9,23.9] | [18.3,19.87] | [18.3,19.87] | [20,21.98] |
12 | [20.7,23] | [19.2,20.8] | [19.7,21.5] | [22.4,25.6] | [19.9,21.8] | [20.5,22.7] | [20.5,22.7] | [20.2,22.2] | [20.3,22.8] | [18.9,20.52] | [18.9,20.52] | [20.3,22.87] |
13 | [20.5,22.7] | [19.1,20.6] | [20.7,23.2] | [18.9,20.5] | [19.4,21.2] | [18.9,20.3] | [21.2,23.7] | [22.5,25.8] | [19.7,21.5] | [20.5,22.54] | [20.5,22.54] | [18.4,20.06] |
14 | [20.9,23.4] | [20.8,23.2] | [20,22.1] | [18.7,20] | [20.7,23] | [20.1,22.1] | [19.1,20.5] | [20.8,23.1] | [20.3,22.6] | [19.4,21.37] | [19.4,21.37] | [19.3,22.54] |
15 | [18.4,19.6] | [19.6,21.4] | [20.4,22.7] | [18.7,20] | [21.7,24.8] | [18.6,20.2] | [19.7,21.9] | [18.8,20.2] | [21,23.4] | [21.1,23.66] | [21.1,23.66] | [18.9,20.86] |
16 | [19.1,20.7] | [19.4,21.1] | [20.5,22.8] | [19.1,20.8] | [21.2,23.9] | [20.2,22.3] | [18.1,19.2] | [19.8,21.5] | [18.4,19.7] | [19.8,21.3] | [19.8,21.3] | [21.4,24.01] |
17 | [19.8,21.7] | [20.7,23] | [19.9,21.9] | [20.5,22.7] | [18.3,19.6] | [19.3,20.8] | [21.5,24.1] | [21.6,24.4] | [20.3,22.3] | [20.9,23.3] | [20.9,23.3] | [17.4,17.72] |
18 | [21.2,23.8] | [20.5,22.7] | [21,23.4] | [21.5,24.3] | [20,22] | [20.7,23] | [22.9,26.4] | [20.6,23] | [20.3,23.2] | [17.9,19.08] | [17.9,19.08] | [19.3,20.33] |
19 | [19.6,21.4] | [19.8,21.6] | [20,22.1] | [18.5,19.8] | [20.3,22.5] | [20.4,22.5] | [18.4,19.7] | [19.7,21.3] | [19.4,21.3] | [19.7,21.51] | [19.7,21.51] | [21.8,24.55] |
20 | [20.5,22.7] | [20.1,22.2] | [20.6,22.9] | [20.3,22.5] | [20.1,22.1] | [20.6,22.8] | [18.3,19.9] | [17.5,18] | [18,19.1] | [20.3,22.07] | [20.3,22.07] | [20.9,24.49] |
21 | [18.7,20] | [19.6,21.4] | [19.8,21.8] | [19.1,20.7] | [19.2,20.7] | [21.8,24.6] | [21.7,24.5] | [21.4,24.1] | [18.7,20.4] | [19.2,20.5] | [19.2,20.5] | [20.5,22.57] |
22 | [20.2,22.3] | [19,20.5] | [20,22] | [20.9,23.4] | [20.3,22.7] | [18.7,20.1] | [18.8,20.2] | [20.6,22.8] | [19.2,20.4] | [22.5,25.57] | [22.5,25.57] | [20.1,21.85] |
23 | [20.9,23.4] | [20.4,22.6] | [20.1,22.1] | [21.2,23.8] | [19.1,20.7] | [20.1,22] | [19.4,21.6] | [17.6,18.4] | [21.4,24.1] | [21.3,24.05] | [21.3,24.05] | [20.8,24.23] |
24 | [18.3,19.5] | [19.9,21.8] | [21.9,24.9] | [18.3,19.6] | [22.4,25.6] | [20,22] | [19.8,21.7] | [20.5,22.6] | [21.2,23.8] | [20.7,23.12] | [20.7,23.12] | [19.9,22.55] |
25 | [21.5,24.2] | [20.1,22.1] | [20.4,22.6] | [19.4,21.1] | [19.2,20.9] | [20.2,22.2] | [18.4,19.5] | [20.5,22.5] | [20.5,23] | [19.1,20.98] | [19.1,20.98] | [21,23.38] |