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HCD 300 Exam 2 UPDATED QUESTIONS AND CORRECT ANSWERS

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HCD 300 Exam 2 UPDATED QUESTIONS AND CORRECT ANSWERS Central Limit Theorem - CORRECT ANSWER will more closely approximate a normal distribution Normal Distribution - CORRECT ANSWER As you sample size increases, your distribution data will be around a central value with no bias left or right Skewness - CORRECT ANSWER Symmetrical distribution has a skew of 0 Measure of the asymmetry of the distribution If the skew is more than 2 or less than -2, the skew is substantial Positive Skew - CORRECT ANSWER long tail to the right mean is higher than the median Negative Skew - CORRECT ANSWER long tail to the left mean is lower than the median Kurtosis - CORRECT ANSWER Right skewed Left-skewed Measure of how peaked or flat the distribution is. * if excess kurtosis is more than 2 or less than -2, the kurtosis is substantial Leptokurtic - CORRECT ANSWER Mesokurtic - CORRECT ANSWER Platykurtic - CORRECT ANSWER higher peak, positive value Normal, Value of 0 Flatter peak, negative value

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HCD 300
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HCD 300

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HCD 300 Exam 2 UPDATED QUESTIONS
AND CORRECT ANSWERS
Central Limit Theorem - CORRECT ANSWER As you sample size increases, your distribution
will more closely approximate a normal distribution



Normal Distribution - CORRECT ANSWER data will be around a central value with no bias
left or right



Skewness - CORRECT ANSWER Measure of the asymmetry of the distribution

Symmetrical distribution has a skew of 0

If the skew is more than 2 or less than -2, the skew is substantial



Positive Skew - CORRECT ANSWER Right skewed

long tail to the right

mean is higher than the median



Negative Skew - CORRECT ANSWER Left-skewed

long tail to the left

mean is lower than the median



Kurtosis - CORRECT ANSWER Measure of how peaked or flat the distribution is.

* if excess kurtosis is more than 2 or less than -2, the kurtosis is substantial



Leptokurtic - CORRECT ANSWER higher peak, positive value



Mesokurtic - CORRECT ANSWER Normal, Value of 0



Platykurtic - CORRECT ANSWER Flatter peak, negative value

, The Z-Score - CORRECT ANSWER standard score that is the result of dividing the difference
of raw score from the mean of the distribution by the standard deviation

Z= X- U/ Std dev

calculate using formula

Excel (STANDARDIZE function)



Z-score: Scores below ( to the left of) - CORRECT ANSWER the mean are negative



Z-score: Scores above ( to the right of) - CORRECT ANSWER the mean are positive



Z-Score

Sample size over 30

population standard deviation is known - CORRECT ANSWER Z= X-U/ std



T- Score

Sample size under 30

population standard deviation is unknown - CORRECT ANSWER t= x-x/ s



A description of how peaked or flat a distribution is - CORRECT ANSWER Kurtosis



T/F: Symmetrical distribution has a skew of 0 - CORRECT ANSWER True



This is the % of the distribution that falls within one standard deviation of the normally distributed
mean - CORRECT ANSWER 68%



A distribution where the median is less than the mean is considered? - CORRECT
ANSWER Positively skewed, left modal



When a sample is greater than 30 we use this to standardize a score - CORRECT ANSWER z
score

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