Question
1). The following table displays the weights for computing the principal components and the data for two Observations. The mean and standard deviation for x
1). The following table displays the weights for computing the principal components and the data for two Observations. The mean and standard deviation for x1 are 4.2 and 1.4, respectively. The mean and standard deviation for x2 are 6.8 and 4.8, respectively. Compute the first principal component score for Observation
Weights | PC1 | |
x1 | −0.72 | |
x2 | −0.85 | |
x1 | x2 | |
Observation 1 | 4.45 | 12.08 |
Observation 2 | 4.56 | 8.62 |
Variance | 3.36 | |
Variance Percentage | 78.323221 | |
a). −0.293
b). −0.742
c). 0.949
d). 0.612
2). When a predictive model is made overly complex to fit in the quirks of given sample data, it is called ______.
a). oversampling
b). over fitting
c).partitioning
d). distribution
3). The process of dividing a data set into a training, a validation, and an optimal test data set is called ________.
a). overfitting
b). oversampling
c). optional testing
d). data partitioning
4). Consider the partial data set in the table represents online hours spent shopping by age and income. Using the min-max transformation to normalize Income, what is the average standard deviation of Income for the chart provided? Use the min-max transformation to normalize the observations for Income spent online.
ID Income Age Online Hours 2201 62,000 48 2 2202 58,000 52 4 2203 53,000 44 5 2204 22,000 28 7 2205 43,000 33 4 2206 48,000 35 3 - a). 1
b). 6417
c). 0
d). 0.6997
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