Question

answer attempt 1 out of 2 the function is exponential because as x increases, the y values change . the of this function is additively multiplicatively

Explanation:

For an exponential function, as \( x \) increases, the \( y \)-values change multiplicatively. This is because exponential functions have the form \( y = a \cdot b^x \), where the rate of change is a constant multiple (multiplicative factor) for equal intervals of \( x \), unlike linear functions which change additively (constant difference). So the correct term to fill in is "multiplicatively".

Answer:

multiplicatively