Suppose two distributions with the following characteristics are given. Distribution A Distribution B H= 45,900 o = 6,319 H = 34.70 O = 4.70 If a value from distribution A is 55,600 and a value from distribution B is 44.0, convert each value to a standardized z-value and indicate which one is relatively closer to its respective mean. Choose the correct answer below. O A. The value from distribution B is relatively closer to its mean because its corresponding z-value is smaller than the z-value corresponding to the value from distribution A. O B. The value from distribution A is relatively closer to its mean because its corresponding z-value is smaller than the z-value corresponding to the value from distribution B. O C. The value from distribution B is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution A. O D. The value from distribution A is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution B.

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Suppose two distributions with the following characteristics are given.
Distribution A
Distribution B
H = 45,900
o = 6,319
u= 34.70
O = 4.70
If a value from distribution A is 55,600 and a value from distribution B is 44.0, convert each value to a standardized z-value and indicate which one
is relatively closer to its respective mean.
Choose the correct answer below.
O A. The value from distribution B is relatively closer to its mean because its corresponding z-value is smaller than the z-value corresponding to
the value from distribution A.
O B. The value from distribution A is relatively closer to its mean because its corresponding z-value is smaller than the z-value corresponding to
the value from distribution B.
C. The value from distribution B is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to
the value from distribution A.
D. The value from distribution A is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to
the value from distribution B.
Transcribed Image Text:Suppose two distributions with the following characteristics are given. Distribution A Distribution B H = 45,900 o = 6,319 u= 34.70 O = 4.70 If a value from distribution A is 55,600 and a value from distribution B is 44.0, convert each value to a standardized z-value and indicate which one is relatively closer to its respective mean. Choose the correct answer below. O A. The value from distribution B is relatively closer to its mean because its corresponding z-value is smaller than the z-value corresponding to the value from distribution A. O B. The value from distribution A is relatively closer to its mean because its corresponding z-value is smaller than the z-value corresponding to the value from distribution B. C. The value from distribution B is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution A. D. The value from distribution A is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution B.
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