Question

Question 4 of 10

For the x-values 1, 2, 3, and so on, the y-values of a function form an
arithmetic sequence that decreases in value. What type of function is it?
O
A. Exponential growth
O B. Decreasing linear
O c. Exponential decay
C.
O D. Increasing linear

Answer 1

Decreasing linear

Explanation:

As x values like 1,2,3.. are decreasing with respect to y hence it's decreasing function

Also

Arithmetic progression is linear hence it's decreasing linear

Answer 2

• B. Decreasing linear

Explanation:

Arithmetic sequence has a linear behavior since its common difference is the slope of the line.

If y-values decrease as x-values increase then this is a decreasing function.

Correct choice is B