a) Use the z-score that corresponds to each birth weight to determine which birth weight could be considered unusual: 3690 gr, 1200 gr, 2000 gr, 2353 gr. zb) The birth weight of 2 randomly selected newborn twins are 1706 Using the Empirical Rule, find the percentile that corresponds to each birth weight. gr. and 3647 gr.

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O The birth weights for twins are normally distributed with a mean of 2353 grams and
the standard deviation of 647 grams. (assume the bell-shaped distribution)
a) Use the z-score that corresponds to each birth weight to determine which birth weight
could be considered unusual: 3690 gr, 1200 gr, 2000 gr, 2353 gr.
zb) The birth weight of 2 randomly selected newborn twins are 1706
Using the Empirical Rule, find the percentile that corresponds to each birth weight.
gr.
and 3647 gr.
Transcribed Image Text:O The birth weights for twins are normally distributed with a mean of 2353 grams and the standard deviation of 647 grams. (assume the bell-shaped distribution) a) Use the z-score that corresponds to each birth weight to determine which birth weight could be considered unusual: 3690 gr, 1200 gr, 2000 gr, 2353 gr. zb) The birth weight of 2 randomly selected newborn twins are 1706 Using the Empirical Rule, find the percentile that corresponds to each birth weight. gr. and 3647 gr.
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