Difference between a function and a domain
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1. Domain and range are prime factors that decide the applicability of mathematical functions.
2. Domain is the independent variable and range is the dependent variable.
3. The variable along the X-axis is the domain and the variable along the Y-axis is the range.
4. Domain is also defined as a set of all probable input values. On the other hand, range is defined as a set of all probable output values.
5. Domain is what is put into a function, whereas range is what is the result of the function with the domain value.
6. The sun’s angle over the horizon during the course of the day is a fitting example to depict domain and range. The domain is the time between sunrise and sunset, whereas the range would be the axis from 0 to the maximum elevation the sun will have on a particular day on a particular latitude.
2. Domain is the independent variable and range is the dependent variable.
3. The variable along the X-axis is the domain and the variable along the Y-axis is the range.
4. Domain is also defined as a set of all probable input values. On the other hand, range is defined as a set of all probable output values.
5. Domain is what is put into a function, whereas range is what is the result of the function with the domain value.
6. The sun’s angle over the horizon during the course of the day is a fitting example to depict domain and range. The domain is the time between sunrise and sunset, whereas the range would be the axis from 0 to the maximum elevation the sun will have on a particular day on a particular latitude.
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The Codomain is the set of values that could possibly come out. The Codomain is actually part of the definition of the function. And The Range is the set of values that actually do come out. Example: we can define a functionf(x)=2x with a domain and codomain of integers (because we say so).
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