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A bag contains 10 white balls and 12 orange one what is the ratio of 10 to 22?
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A bag that contains 10 white balls and 12 orange one the ratio of 10 to 22 would be 0.86, This is a math problem.
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A bag contains 10 white guumballs and 12 orange gumballs what is the ratio f white one to the total number of gumballs in the bag?
A bag that contains 10 white gum balls and 12 orange gum balls the ratio of the white one would be 2.2. This is a math problem.
If you draw 5 balls with replacement from an urn containing white balls and black balls is the probability of getting 3 white balls always higher than if you draw the balls without replacement?
The probability of getting 3 white balls in a draw of 5 balls with replacement from an urn containing white balls and black balls is always greater than the same test without replacement, because the number of white balls decreases when you draw a white ball and do not replace it. The ratio of white to black with replacement is constant, and is always less than one, assuming there is at least one black ball. The ratio of white to black without replacement decreases each turn, and is still less than one, and is less than the previous ratio, unless the question asked about 2 white balls or less.
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A bag contains 10 white guumballs and 12 orange gumballs what is the ratio f white one to the total number of gumballs in the bag?
A bag that contains 10 white gum balls and 12 orange gum balls the ratio of the white one would be 2.2. This is a math problem.
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If you draw 5 balls with replacement from an urn containing white balls and black balls is the probability of getting 3 white balls always higher than if you draw the balls without replacement?
The probability of getting 3 white balls in a draw of 5 balls with replacement from an urn containing white balls and black balls is always greater than the same test without replacement, because the number of white balls decreases when you draw a white ball and do not replace it. The ratio of white to black with replacement is constant, and is always less than one, assuming there is at least one black ball. The ratio of white to black without replacement decreases each turn, and is still less than one, and is less than the previous ratio, unless the question asked about 2 white balls or less.
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2
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