Answer:
B. quadratic
Explanation:
One way to decide without a graph if a function is linear, quadratic, or exponential. is to take the first, second, and third differences between the terms
If the
- First differences are constant, the function is linear.
- Second differences are constant, the function is quadratic.
- Third differences are constant, the function is cubic.
- Fourth differences are NOT constant, the function may be exponential.
The first differences are not constant, so the function is not linear.
The second differences are constant (hovering around $ 0.18 each), so the function is quadratic.
The graph below shows that the points give an excellent fit to a quadratic function.