## What is the difference between discrete and continuous phenomena?

Discrete phenomena have well-defined boundaries: they occur at specific locations, with space in between. Examples include people, cars, houses, hospitals, and roads. Continuous phenomena, conversely, have ill-defined or irrelevant boundaries. Examples include temperature, air quality, and elevation.

## What is a discrete phenomenon?

Discrete phenomena refer to objects with well-defined boundaries and spatial dimensions and spatially invariant properties, such as buildings, parcels and streets. These geoobjects – in a more narrow sense – are modelled object-based and usually represented as vector data.

**What is a continuous feature?**

continuous feature. [data models] A feature that is not spatially discrete. The transition between possible values on a continuous surface is without abrupt or well-defined breaks.

**What is a discrete object?**

Discrete objects are those which are separated from (not connected to/distinct from) each other. Integers (aka whole numbers), rational numbers (ones that can be expressed as the quotient of two integers), automobiles, houses, people etc. are all discrete objects.

### What is the difference between discrete and continuous variable quizlet?

Explain the difference between discrete and continuous variables. Discrete variables assume values that can be counted, Continuous variables can assume an infinite number of values between any two specific values, are obtained by measuring, and often include fractions and decimals.

### What are examples of continuous?

Examples of continuous data: The height of children. The amount of time it takes to sell shoes. The amount of rain, in inches, that falls in a storm.

**What is the difference between discrete and continuous data?**

If discrete data are values placed into separate boxes, you can think of continuous data as values placed along an infinite number line. Continuous variables, unlike discrete ones, can potentially be measured with an ever-increasing degree of precision.

**How do you determine whether a function is discrete or continuous?**

When you work with discrete or continuous functions, you’ll see problems that ask you to determine whether a function is discrete or continuous. The same problem may also ask you to determine the value of the function for a specific x value. To do this, all you have to do is to plug in your x value into your function to evaluate.

#### What is the difference between continuous and continuous variables?

In general, continuous variables are not counted. The values can be subdivided into smaller and smaller pieces and they have additional meaning. The continuous data is measurable. It has an infinite number of possible values within an interval.

#### What is an example of discrete?

What defines them as discrete is that there is a clear and consistent leap between variables and that these gaps don’t take into account the difference. For instance, someone’s shoe size might be 7.5 which is still a fixed number, but there is no shoe size of 7.7.