Which of the following types of measurement would NOT need a continuous data constraint?

Question

(1 point)
Option #
would NOT need a continuous constraint

Answer 1

To determine which type of measurement would NOT need a continuous data constraint, we need to understand the difference between continuous and discrete data.

Continuous data can take any value within a given range and is often measured (e.g., height, weight, temperature). In contrast, discrete data can only take specific, separate values and is usually counted (e.g., number of people, number of cars).

If you provide me with specific options to choose from, I can help you identify which one would NOT require a continuous data constraint.

Answer 2

number books on the shelf
the measure of the time
amount of speed
Distance

Answer 3

Based on the options provided:

1. Number of books on the shelf - This is discrete data because you can only have whole numbers (you can't have a fraction of a book).
2. The measure of the time - This is continuous data as time can be measured in infinitely small units (seconds, milliseconds, etc.).
3. Amount of speed - This is also continuous data since speed can take any value within a range.
4. Distance - Like time and speed, distance is continuous data as it can also take a variety of values.

From this analysis, the number of books on the shelf would be the measurement that does NOT need a continuous data constraint, as it is a count (discrete data).