Answer:
non linear function
Step-by-step explanation:
given that a certain function fits the following description:
As the value of x increases by 1 each time, the value of y continually decreases by a smaller amount each time, and never reaches a value as low as 1.
This implies that for a unit increase in x, there is a decrease in y but the rate of change of y is not constant. It steadily decreases upto 1 but not equals 1.
i.e. dy/dx limits to 1.
But for linear relationships we know that rate of change of y with respect to x should be a constant.
Since here this function has slope constantly changing, this is not a linear function.
Non linear funciton is the answer.
