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CollinHStatFoster 1
Introduction/symbols/graphs/center
Question | Answer |
---|---|
How do you calculate the mean? | Add up all the data values and divide by the number of data values. |
How do you calculate the median? | Put numbers in order. Find middle 1 number, this is the median, or Find middle 2 numbers and average them. |
How do you find the mode? | Find the data value that occurs the most. There can be no mode or several modes. |
Where are the frequencies on a histogram? | The frequencies are the heights of the bars. |
Where are the data values on a histogram? | The data values are on the horizontal axis. |
What does "at most 5" mean? | 5 or fewer |
What does "at least 9" mean? | 9 or more |
What is the symbol for the count of successes? | x |
What is the symbol for the size of a sample? | n (lowercase n) |
What is the symbol for the size of a population? | N (uppercase N) |
What is the symbol for the sample proportion? | p-hat |
What is the symbol for the population proportion? | p (lowercase p) |
How do you calculate the sample proportion? | x/n (part/total) |
How do you calculate the population proportion? | x/N (part/total) |
What is the Field of Statistics? | The study and practice of collecting and analyzing data. |
What are Statistics | Facts about or summaries of data. |
What does Descriptive Statistics do? | Describe or summarize the data. |
What does Inferential Statistics do? | Use sample data to draw conclusions about a population. We must report how reliable the conclusions are. |
Convert 3/4 to a decimal. | 0.75 |
Convert 0.25 to a percentage. | 25% |
Convert 4% to a decimal | 0.04 |
Convert 3% to a fraction | 3/100 |
A histogram has a bar from 0-2 with height 3, and a bar from 3-5 with height 1. What proportion of data values are at least 3? | The total is 3+1, and the part is 1. The proportion is 1/4 or 0.25 |
A dot plot has 2 dots above the number 5, 3 dots above the number 7, and 5 dots above the number 6. What percentage of data values are at most 5? | The total is 2+3+5=10, and the part is 2. The proportion is 2/10 or 0.2, so the percentage is 20%. |
Calculate the mean: 1, 2, 6 | (1+2+6)/3 = 9/3 = 3 |
Calculate the median: 1, 2, 6 | 2 |
Calculate the median: 1, 5, 7, 3 | In order, we have 1, 3, 5, 7. There are 2 middle numbers 3 and 5, so we must average them. (3+5)/2 = 8/2 = 4 |
Calculate the mode: 1, 2, 6 | no mode |
Calculate the mode: 1, 2, 6, 5, 1 | 1 |
1, 2, 6, 5, 1, 5 | 1 and 5 are the modes |
A data set has a histogram with most of the values on the right side (so most of the values are large numbers), and has a long tail on the left side (so only a few values are small numbers). What shape distribution is the histogram showing? | Skewed Left (or Left Skewed) |
A data set has a histogram in which the left half is a mirror image of the right half. What shape distribution is the histogram showing? | Symmetrical |
A data set has all the heights of the bars at roughly the same height. What shape distribution is the histogram showing? | Uniform |
A data set has a histogram with most of the values on the left side (so most of the values are small numbers), and has a long tail on the right side (so only a few values are large numbers). What shape distribution is the histogram showing? | Skewed Right (or Right Skewed) |
If we take a _____________ enough ______________ sample, then the proportion of successes in the sample will be a very good approximation of the population proportion. | If we take a LARGE enough RANDOM sample, then the proportion of successes in the sample will be a very good approximation of the population proportion. |
If we take a large enough random sample, then the _______________ of _________________ in the sample will be a very good approximation of the population proportion. | If we take a large enough random sample, then the PROPORTION of SUCCESSES in the sample will be a very good approximation of the population proportion. |
If we take a large enough random sample, then the proportion of successes in the sample will be a very good approximation of the ______________ ____________________. | If we take a large enough random sample, then the proportion of successes in the sample will be a very good approximation of the POPULATION PROPORTION. |