Chapter 2 - Appraisal Math and Statistics Flashcards
A property has an assessed value of $45,000. If the assessment is 36% of the market value, what is the market value?
45,000/.36 = 125,000
A property valued at $200,000 produces a net operating income of $24,000 per year. What percentage of value (rate) does this property earn?
24,000/200,000 = .12
12%
The average of all variates is
a. the mean
b. the mode
c. the median
d. the range
a. the mean
The center of all variates is
a. the mean
b. the mode
c. the median
d. the range
c. the median
the difference between the highest and lowest variates is
a. the mean
b. the mode
c. the median
d. the range
d. the range
Five houses are sold at the following sales prices: $100,000, $75,000, $175,000, $200,000, and $150,000
The mean of house sales prices is
a. $140,000
b. $150,000
c. $700,000
d. $175,000
a. $140,000
Five houses are sold at the following sales prices: $100,000, $75,000, $175,000, $200,000, and $150,000
The median of house sales prices is
a. $140,000
b. $150,000
c. $700,000
d. $175,000
b. $150,000
Five houses are sold at the following sales prices: $100,000, $75,000, $175,000, $200,000, and $150,000
The aggregate of house sales prices is
a. $140,000
b. $150,000
c. $700,000
d. $175,000
d. $175,000
The factor used to convert square feet to square yards is
a. 3
b. 9
c. 18
d. 27
b. 9
The factor used to convert cubic feet to cubic yards is
a. 3
b. 9
c. 18
d. 27
d. 27
In a positively skewed distribution, the mean will be
a. less than the mode.
b. less than the median
c. greater than the median
d. the same as the mode
c. greater than the median
In a negatively skewed distribution, the mode will be
a. greater than the mean.
b. less than the median
c. less than the mean
d. the same as the mode
a. greater than the mean
Extreme values in a data set are referred to as
a. measure of variability
b. outliers
c. weighted averages
d. deviations
b. outliers
The mean, median, and mode are all equal
a. if the data is negatively skewed
b. in a bimodal distribution
c. if the data is positively skewed
d. if the data follows a normal distribution
d. if the data follows a normal distribution