Discrete data involves whole numbers (integers - like 1, 356, or 9) that can't be divided based on the nature of what they are. Like the number of people in a class, the number of fingers on your hands, or the number of children someone has. You can't have 1.9 children in a family (despite what the census might say).
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The number of students in a statistics course Expert Answer 100% (1 rating) answers with explanation: 1.The starting salaries—-ratio data—-classification. ratio data—true or meaningful zero;ratio can be calculated. explanation for the correct answer The starting salaries of new Ph.D. graduates from a statistics program is a … View the full answer
The type of car you currently drive? Ratio Ordinal Nominal Interval 2. The age of each of your classmates? Ratio Ordinal Nominal Interval 3. The number of students in a statistics course? Ratio Ordinal Nominal Interval 4. The letter grades received by students in …
Solutions for Chapter 2 Problem 2E: For each of the following examples of data, determine the type.a. The number of miles joggers run per weekb. The starting salaries of graduates of MBA programsc. The months in which a firm’s employees choose to take their vacationsd. The final letter grades received by students in a statistics course …
The month of highest vacancy rate at a La Quinta motelc. The size of soft drink (small, medium, or large) ordered by a sample of McDonald’s customersd. The number of Toyotas imported monthly by the United States over the last 5 yearse. The marks achieved by the students in a statistics course final exam marked out of 100 …
1.2 Data: Quantitative Data & Qualitative DataQuantitative DataData that you will seeQuantitative data are always numbers.ExamplesAmount of money you have Height Weight Number of people living in your town Number of students who take statistics1 more row
quantitativeIs a student number qualitative or quantitative? Quantitative data are the result of counting or measuring attributes of a population. Amount of money, pulse rate, weight, number of people living in your town, and number of students who take statistics are examples of quantitative data.
The word discrete means countable. For example, the number of students in a class is countable, or discrete.Aug 14, 2012
Discrete data is a type of data that consists of counting numbers only, and as such cannot be measured. Measurements like weight, length, height are not classified under discrete data. Examples of discrete data include; the number of students in a class, the number of days in a year, the age of an individual, etc.Oct 31, 2019
Examples of quantitative data are scores on achievement tests,number of hours of study, or weight of a subject.
The Difference Between Data and Statistics data are individual pieces of factual information recorded and used for the purpose of analysis. It is the raw information from which statistics are created. Statistics are the results of data analysis - its interpretation and presentation.Mar 9, 2021
Quantitative data are data about numeric variables (e.g. how many; how much; or how often). Qualitative data are measures of 'types' and may be represented by a name, symbol, or a number code.
Basic definitionsNominalJust names, IDsOrdinalHave / represent rank order (e.g. fully agree, mostly agree, somewhat agree)IntervalHas a fixed size of interval between data points. (E.g. degrees Centigrade)RatioHas a true zero point (e.g. mass, length, degrees Kelvin)Jul 22, 2019
Discrete data is a count that involves integers — only a limited number of values is possible. This type of data cannot be subdivided into different parts. Discrete data includes discrete variables that are finite, numeric, countable, and non-negative integers.Jul 29, 2021
Qualitative data is descriptive, expressed in terms of feelings rather than numerical values. Qualitative data analysis cannot be counted or measured because it describes the data. It refers to the words or labels used to describe certain characteristics or traits.Jan 11, 2022
Some examples of quantitative data include:Revenue in dollars.Weight in kilograms.Age in months or years.Length in centimeters.Distance in kilometers.Height in feet or inches.Number of weeks in a year.Sep 20, 2021
Interval data is fun (and useful) because it's concerned with both the order and difference between your variables. This allows you to measure standard deviation and central tendency. Everyone's favorite example of interval data is temperatures in degrees celsius. 20 degrees C is warmer than 10, and the difference between 20 degrees ...
Quantitative vs Qualitative data - what's the difference? In short: quantitative means you can count it and it's numerical (think quantity - something you can count). Qualitative means you can't, and it's not numerical (think quality - categorical data instead). Boom!
Ordinal data. The key with ordinal data is to remember that ordinal sounds like order - and it's the order of the variables which matters. Not so much the differences between those values. Ordinal scales are often used for measures of satisfaction, happiness, and so on.
Like the weight of a car (can be calculated to many decimal places), temperature (32.543 degrees, and so on), or the speed of an airplane. Now for the fun stuff.
Ratio data is very similar interval data, except zero means none. For ratio data, it is not possible to have negative values. For instance, height is ratio data. It is not possible to have negative height. If an object's height is zero, then there is no object. This is different than something like temperature.
Data science is all about experimenting with raw or structured data. Data is the fuel that can drive a business to the right path or at least provide actionable insights that can help strategize current campaigns, easily organize the launch of new products, or try out different experiments.
It means that this type of data can’t be counted or measured easily using numbers and therefore divided into categories. The gender of a person (male, female, or others) is a good example of this data type.
Let’s understand this with some examples. The color of a smartphone can be considered as a nominal data type as we can’t compare one color with others.
In this way, you can apply the Chi-square test on qualitative data to discover relationships between categorical variables.
46% of all statistics classes require an advanced calculator and 38% require the use of a computer that has statistical software. Of the classes that require an advanced calculator, 18% also require the use of a computer. If a statistics course is selected at random find. A. P (Advanced Calculator) =.
A junior high school class ran 1 mile in an average of 9 minutes, with a standard deviation of 2 minutes. Kenji, a student in the class, ran 1 mile in 8.5 minutes. A high school class ran 1 mile in an average of 7 minutes with a standard deviation of 4 minutes. Nedda, a student in the class, ran 1 mile in 8 minutes.