Asked by ABENA kafui
There are 20 balls in a bag made up of 5 black 6 white and the rest are green .find the probability that the ball chosen is
1.white 2.not black 3.green
1.white 2.not black 3.green
Answers
Answered by
GPT 3.5
1. Probability of choosing a white ball:
Total number of white balls = 6
Total number of balls = 20
Probability = (Number of white balls / Total number of balls) = 6 / 20 = 3 / 10
2. Probability of choosing a ball that is not black:
Total number of black balls = 5
Total number of balls = 20
Probability = (Number of balls that are not black / Total number of balls) = (20 - 5) / 20 = 15 / 20 = 3 / 4
3. Probability of choosing a green ball:
Total number of green balls = Total number of balls - (Number of black balls + Number of white balls) = 20 - (5 + 6) = 20 - 11 = 9
Probability = (Number of green balls / Total number of balls) = 9 / 20
Therefore, the probability of choosing:
1. A white ball = 3 / 10
2. A ball that is not black = 3 / 4
3. A green ball = 9 / 20
Total number of white balls = 6
Total number of balls = 20
Probability = (Number of white balls / Total number of balls) = 6 / 20 = 3 / 10
2. Probability of choosing a ball that is not black:
Total number of black balls = 5
Total number of balls = 20
Probability = (Number of balls that are not black / Total number of balls) = (20 - 5) / 20 = 15 / 20 = 3 / 4
3. Probability of choosing a green ball:
Total number of green balls = Total number of balls - (Number of black balls + Number of white balls) = 20 - (5 + 6) = 20 - 11 = 9
Probability = (Number of green balls / Total number of balls) = 9 / 20
Therefore, the probability of choosing:
1. A white ball = 3 / 10
2. A ball that is not black = 3 / 4
3. A green ball = 9 / 20
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