Understanding Constant Functions: Exploring the Function g(x) = -3

g(x) = -3

The function g(x) = -3 represents a constant function that outputs the value -3 for any input value of x

The function g(x) = -3 represents a constant function that outputs the value -3 for any input value of x. In other words, no matter what value you plug in for x, the function will always give you -3.

Graphically, this function would be a horizontal line on the y-axis, located at -3. The line would be perfectly straight and never change.

To give a better understanding, let’s see an example. If we evaluate the function g(x) at x = 2, we would find that g(2) = -3. This means that when x = 2, the function g(x) outputs -3.

Similarly, for any value of x we choose, the output will always be -3. So if we evaluate g(x) at x = -2, we would find g(-2) = -3. The output remains the same regardless of the input.

In conclusion, the function g(x) = -3 is a constant function that always outputs -3 no matter what input value you plug in.

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