Math, asked by priyakunda26481, 10 months ago

Assuming that the height of group is normally, find the mean and standard deviation if 84% of the mean have height less than 65.2 inches and 68% have height lying between 65.2 and 62.8 inches.

Answers

Answered by rekhachandila112
9

Answer:

Step-by-step explanation:

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Answered by amitnrw
1

Mean = 64 inches  , SD = 1.2

Step-by-step explanation:

84% of the men have height less than 65.2 inches

=> 16% of men have height more  than 65.2 inches

68% have height lying between 65.2 and 62.8 inches.

=> 84 - 68 = 16 % men have height less than  62.8 inches.

=> 65.2  &  62.8 are at equal Distance from mean

=> mean =  (65.2 + 62.8)/2

= 64

Mean = 64 inches

84 % => z = 1

Z = (Value - Mean)/SD

1  = (65.2 - 64)/SD

=> SD = 1.2

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