Mathematics

Mathematics, 22.06.2019 02:30, destiny465

Why does the shape of the distribution of the weights of russet potatoes tend to be symmetrical?

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Physics, 05.07.2019 01:30, QueenBlumple4443

You need to make mashed potatoes, so you buy a 19 pound bag of russet potatoes from the grocery store. to the nearest tenth of a kilogram, how many kilograms of potatoes are in the bag? take a kilogram to be equivalent to 2.21 pounds.

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Social Studies, 10.07.2019 12:30, lemusjulia2786

Ngeneral, the shape of a distribution of means tends to be select one: a. unimodal and skewed. b. rectangular and symmetrical. c. unimodal and symmetrical. d. bimodal and symmetrical.

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Mathematics, 04.08.2019 01:30, jan1829

You need to make mashed potatoes, so you a 11 pound bag of russet potatoes from the grocery store. to the nearest tenth of a kilogram, how many kilograms of potatoes are in the bag? take a kilogram to be equivalent to 2.21pounds

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Mathematics, 21.10.2019 23:30, lrasanaoaksandfurana

If you compared the distribution of weights of 20 elite female gymnasts to the distribution of weights of 20 randomly selected women, you would expect the variation of the weights to be greater for the gymnasts, greater for the randomly selected women, or the same for both groups? choose the correct answer below o a. the variation of the weights should be greater for the randomly selected women. because female gymnasts tend to be petite and train so hard, their weights are all very similar. this is not the case for the female population as a whole, whose weights are all very different. ob. the variation of the weights should be the same for both groups. no two women are alike, and this holds for female gymnasts as well as for the female population as a whole. oc. the variation of the weights should be the same for both groups. even though female gymnasts tend to be petite and train hard, there is no reason why the variation in weights should differ between them and that of the female population as a whole od. the variation of the weights should be greater for the gymnasts. because there are a greater number of female gymnasts than there are women in the female population as a whole, the variation in weights will necessarily be greater as well o e. the variation of the weights should be greater for the gymnasts. because female gymnasts tend to be petite and train hard, their weights are all very different. this is not the case for the female population as a whole, whose weights are all very similar of. the variation of the weights should be greater for the randomly selected women. because there are a greater number of women in the female population as a whole than there are female gymnasts, the variation in weights will necessarily be greater as well

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