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  1. To install Excel’s Analysis Tookpak, click the File tab on the top-left and then click Options on the bottom-left. Then, click Add-Ins.On the Manage drop-down list, choose Excel Add-ins, and click Go.On the popup that appears, check Analysis ToolPak and click OK.. After you enable it, click Data Analysis in the Data menu to display the analyses you can perform.

  2. 1 lip 2015 · The two-sample Hotelling's \(T^{2}\) test can be carried out using the Swiss Banknotes data using the SAS program as shown below: Data file: swiss3.csv. Download the SAS Program: swiss10.sas. Download the output: swiss10.lst. Explore the code below to see how to compute the Two Sample Hotelling's \(T^2\) using the SAS statistical software ...

  3. These have the form P[t() > u] for the t-tail areas and P[2() > c] for the 2-tail areas, where is the degree of freedom parameter for the corresponding reference distribution. Enter the tables with the argument u or c as the observed (positive) value of the test statistic and with degrees of freedom . REFERENCES Casella, G., and Berger, R. L ...

  4. E fv e T e Ws =⋅− (mm/d) Saturated Vapour Pressure ... A Soils with high infiltration rates even when thoroughly wetted e.g. deep sand or gravel . ... Convert to get Q in L 3 /T . 2.2. Linear Reservoirs in Series (Nash-Cascade) Pulse response function. 1: 1 1 / n tk n. t ht e

  5. Then, we can sum the areas to calculate the mean-square velocity, and take the square root of the value to get RMS velocity for the random spectrum. When using acceleration unit G, we must also apply a conversion factor to get a suitable velocity unit. Common conversions are G to inches/s 2 or m/s 2.

  6. %PDF-1.4 3 0 obj > endobj 4 0 obj > stream xœ3Rðâ2Ð35W ... DS² "v ˆŽ ¢m0©’­'‘Ýpƒ” ...

  7. Example 12 We introduced the binomial distribution by considering the following scenario. A worn machine is known to produce 10% defective components. If the random vari-able X is the number of defective components produced in a run of 3 components, find the probabilities that X takes the values 0 to 3.

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