Gram To Gram Conversion Stoichiometry

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Five hundred ball bearings have a mean weight of 5.02 ounces and a standard deviation of 0.30 ounces. Find the probability that a random sample of 100 ball bearings chosen from this group will have a combined weight of (a) between 496 and 500 ounces, (b) more than 510 ounces. For the sampling dietribution of means, p k=μ=5.02 oz, σ8=(0)/(√(n)) √((N-n)/(N-1))=(0.30)/(√(100)) √((500-100)/(500-1))=0.027 (a) The combined weight will lie between 496 and 500 oz if the mean weight of the 100 ball beari

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