Figure 4
The graph is titled “Object Points” and subtitled “Common Space” at the top. The horizontal axis is labeled “Dimension 1” and ranges from negative 1.0 to positive 1.0 in increments of 0.5 units. The vertical axis is labeled “Dimension 2” and ranges from negative 1.0 to positive 1.0 in increments of 0.5 units. Two red diagonal lines are drawn across the graph, dividing it into four quadrants. The first line starts at (negative 0.5, negative 0.76) and rises upward linearly, ending at (0.92, 1.23). The second line starts at (negative 1.0, 0.31) and descends linearly, ending at (1.0, negative 0.56). Each quadrant contains several labeled data points representing different work value dimensions, with corresponding alpha values indicating reliability. The top left quadrant represents the “Affective (alpha equals 0.66)” dimension, containing data points with the following coordinates: “Q 19.19” lies at (negative 0.28, 0.9), “Q 19.18” lies at (negative 0.15, 0.57), and “Q 19.17” lies at (negative 0.21, 0.02). The bottom left quadrant represents the “Extrinsic (alpha equals 0.63)” dimension, with data points as follows: “Q 19.15” lies at (negative 0.72, 0.13), “Q 19.8” lies at (negative 0.69, negative 0.14), and “Q 19.14” lies at (negative 0.51, negative 0.42). The top right quadrant represents the “Prestige (alpha equals 0.68)” dimension, containing data points as follows: “Q 19.1” lies at (0.82, 0.26), “Q 19.20” lies at (0.79, 0.13), and “Q 19.11” lies at (0.79, negative 0.26). The bottom right quadrant represents the “Intrinsic (alpha equals 0.73)” dimension, with data points as follows: “Q 19.27” lies at (0.08, negative 0.28), “Q 19.26” lies at (0.06, negative 0.4), and “Q 19.29” lies at (negative 0.02, negative 0.5). Note: All numerical data values are approximated.Types of work values from common space regions