To determine the likelihood of randomly picking a white ball from the jar, we can analyze the total number of balls and the number of white balls.
- Total balls in the jar: 25
- Number of white balls: 3
To find the likelihood of picking a white ball, we can calculate the probability:
Probability of picking a white ball = (Number of white balls) / (Total number of balls) = 3 / 25
This probability is 0.12, or 12%.
Now, let's evaluate the options:
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Less likely than not: This would imply a probability of less than 50%. Since 12% is less than 50%, this option is accurate.
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Very unlikely: This could also be applicable since 12% indicates a low chance of picking a white ball.
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Impossible: This is incorrect, as it is certainly possible to pick a white ball (with a 12% chance).
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Likely: This is incorrect, as a likelihood typically greater than 50% would be needed for it to be considered "likely."
Given this analysis, the most fitting response is "less likely than not."