Discrete variables are those that can only exist at certain values within a given range. For example, money is a discrete variable because you can have as much or as little money as you want, but its typically impossible to have a fraction of a cent. For example, you can't have $12.345, only $12.34 or $12.35. Weight does not fall into this category because you can essentially have any weight that's greater than 0. You could weight 1 pound, 1.000001 pound, or even a trillionth of a pound! When you have data that acts in such a way, it is called a continuous variable.
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Height, weight, wavelength of light.
No. Because blood pressure is continuous variable. Like temperature, a person's weight and height, the measured value occurs over a continuous scale.
1.14
It is a discrete random variable.
It is discrete.
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i do not no.... also
variable
uses a bar graph
The Weight Change.
The independent variable would be the weight of the vehicles being investigated. This is the variable that is intentionally changed or manipulated by the researcher in order to observe its effect on the speed of the vehicles, which would be the dependent variable.
The soil would be a controlled variable. The amount of light is the independent variable. Plant weight is the dependent variable.
it is the use of graphs for example bar graph and picto graph
An independent variable - if there is one - goes on the x- axis. There may not be an idependent variable: for example in a graph of peoples' height v weight (mass).An independent variable - if there is one - goes on the x- axis. There may not be an idependent variable: for example in a graph of peoples' height v weight (mass).An independent variable - if there is one - goes on the x- axis. There may not be an idependent variable: for example in a graph of peoples' height v weight (mass).An independent variable - if there is one - goes on the x- axis. There may not be an idependent variable: for example in a graph of peoples' height v weight (mass).
A variable within an experiment that remains the same. Such as the weight of a pendulum.
Dependent variable