Compute smallest number of eggs which could be in basket
The person removing 2 eggs at the time from the basket has 1 egg left. If they remove them 3 at a time, 2 eggs will remain. If eggs are removed five at a time, three eggs will remain. Compute the smallest number of eggs which could be in basket.
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The breaking strength of flimsy safety belts is known to be approximately normally distributed with true mean of 8100 pounds and true standard deviation of 105 pounds. IF a simple random sample of 40 belts is chosen, what is the probability that t
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If they remove them 3 at a time, 2 eggs will remain. If eggs are removed five at a time, three eggs will remain. Compute the smallest number of eggs which could be in basket.
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A random sample of n=9 scores is obtained from normal population with m=40 and s=6. Determine the probability that the sample mean will be greater than M=43?
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