🏆Practice increasing and decreasing intervals of a function

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Functions

Increasing and Decreasing Intervals of a Function

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We will say that a function is constant when, as the value of the independent variable$X$ increases, the dependent variable$Y$ remains the same.

Let's assume we have two elements $X$, which we will call $X1$ and $X2$, where the following is true: $X1<X2$, that is, $X2$ is located to the right of $X1$.

When $X1$ is placed in the domain, the value $Y1$ is obtained.

When $X2$ is placed in the domain, the value $Y2$ is obtained.

The function is constant when:$X2>X1$ and also\(Y2=Y1).

The function can be constant in intervals or throughout its domain.