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Mark the right answer from following multiple-choice questions: (Multiple Choice

ID: 3339009 • Letter: M

Question

Mark the right answer from following multiple-choice questions:


(Multiple Choice Questions)  

A standard normal distribution has the mean equal-----and variance=------:

0,1.

1,0.

Either a or b.

None .

10% of college students are left-handed. For a statistics class of 35 students, find the mean number of left-handed students.

3.5

3.15

1.77

None of the above

If the sampling error (E) is allowed to increase, which of the following is     true regarding the sample size?

The sample size will increase

The sample size will decrease

The sample size will stay the same

The sample size cannot be determined

If each of a set of raw scores is transformed into a Z-score, the new

       distribution will have a standard deviation equal to

zero.

       b. one.

       c. the mean of the original distribution.

       d. the standard deviation of the original distribution.

The t distribution has        degrees of freedom.

n

2

10

n – 1

If the z – score of normal distribution is 1.7, the mean of the distribution is 25 and the standard deviation of normal distribution is 3 then the value of X for a normal distribution is

0

47.5

52.5

30.1

Explanation / Answer

A standard normal distribution has the mean equal-----and variance=------:

0,1.

10% of college students are left-handed. For a statistics class of 35 students, find the mean number of left-handed students.

p = 0.1 n = 35

Mean = 0.1 * 35 =

3.5

If the sampling error (E) is allowed to increase, which of the following is     true regarding the sample size?

Since sample size is inversely proportional to sampling error,

The sample size will decrease

If each of a set of raw scores is transformed into a Z-score, the new distribution will have a standard deviation equal to

one

The t distribution has        degrees of freedom.

n – 1

If the z – score of normal distribution is 1.7, the mean of the distribution is 25 and the standard deviation of normal distribution is 3 then the value of X for a normal distribution is

X = + z

= 25 + 1.7*3 =

30.1

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