For each color, we can calculate the expected frequency based on the total number of trials and the proportion of that color in the jar.
Expected frequencies:
Blue: (4/10) * 50 = 20
Green: (5/10) * 50 = 25
White: (1/10) * 50 = 5
Comparing the expected frequencies to the actual frequencies in the table:
Blue: 26 (more than expected)
Green: 21 (fewer than expected)
White: 3 (fewer than expected)
A jar contains 4 blue buttons, 5 green buttons, and 1 white button. A student chooses a button and records it's color and then places the button back in the jar. The student repeats this process 50 times. the table shows the results.
blue=26
green=21
white=3
Was each color chosen more or fewer times than expected
1 answer