Measures of Center Practice

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Question
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A bar graph shows a distribution of balls of four different colors. The x-axis is labeled balls with four different colors: green, red, blue, and yellow. The y-axis is labeled probability of selecting a ball and ranges from 0 to 3 in increments of 0.5. The 4 columns across the x-axis have equal y-axis values of 2.25.

Interpret the equal share value of the data distribution as the mean chances of picking a yellow ball.

(1 point)

The equal share value of the data distribution (2.25) represents the mean chances of picking a yellow ball.

The mean chances of picking a yellow ball can be interpreted as the average probability of selecting a yellow ball from the given distribution. In this case, the equal share value of the data distribution for all four colors is 2.25, which means that each color has an equal probability of 2.25 chances of being selected. Therefore, the mean chances of picking a yellow ball would also be 2.25.