STA 301- Statistics & Probability
Assessment
Week 2
STA 301-Assessment-Week 2 |
- The lower class limit in a class is defined as:
- the midpoint of the previous class
- the largest value in the class
- the smallest value in the class
- the midpoint of the class
- What is the midpoint of the class interval (10-30)?
- 10
- 20
- 10
- 15
- If a data set has a total of 100 values and a particular value occurs 10 times, what is its percentage relative frequency?
- 10%
- 5%
- 50%
- 1%
- What is the range of the dataset: {4, 5, 8, 11, 14}?
- 14
- 2
- 10
- 5
- What is the class interval for the following dataset? 23, 34,25, 27, 29, 31, 33, 35, 37, 39, 41
- Cannot be determined from the given information
- 10
- 2
- 8
- The cumulative frequency of the largest value in a data set is equal to:
- the mean of the data set
- the total number of values in the data set is cf
- the median of the data set
- the mode of the data set
- The points on a frequency polygon are connected by:
- curved lines
- straight lines
- broken lines
- dotted lines
- Which of the following is called Symmetric Curve?
- the U-shaped frequency curve
- none of these
- the extremely skewed frequency curve
- the moderately skewed frequency curve
- Which of the following is true about a frequency curve?
- It can be used to determine the median of a data set
- It can be used to identify the shape of a data set
- It can be used to determine the range of a data set
- It can be used to determine the mode of a data set
- What does the purpose of stem in a stem-and-leaf plot represent?
- The frequency of each data point
- The first digit(s) of each data point
- None of the above
- The midpoint of each bin
- What type of data is required to calculate the mode?
- Quantitative data
- None of the above
- Both categorical and quantitative data
- Categorical data
- What is represented on the x-axis in a dot plot?
- The frequency of each value
- The categories of the categorical variable
- None of the above
- The values of the quantitative variable
- What is the purpose of a stem-and-leaf plot?
- To show the individual values of a data set
- To show the mean and standard deviation of a data set
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