Temperature exists as a continuous variable because its value can take any value from the set of real numbers between -273 degrees Celsius (absolute zero) to positive infinity.
What is meant by continuous and discontinuous function?
A function exists said to be continuous if it can be drawn without choosing up the pencil. Otherwise, a function exists said to be discontinuous. Similarly, a function f(x) exists continuous at x = c, if there exists no break in the graph of the assigned function at the point.
Temperature exists as a continuous variable because its value can take any value from the set of real numbers between -273 degrees Celsius (absolute zero) to positive infinity.
Discrete variables exist as those variables whose value can be an entire number only while continuous variables exist as those whose value can be both real numbers and fractional numbers.
To learn more about continuous and discontinuous functions refer to:
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