Question

A) what are the key features of a graph’s exponential functions?

B: explain how you find each key feature and what happens to the graphs if you were to add and subtract a constant term
C: how do increasing linear functions and exponential growth functions compare? How does this increase compare or differ?

Answer 1

Check below/above

Explanation:

A) The graph passes through the point (0,1).

The domain is all real numbers.

The range is y>0.

B) it would be a linear equation that shifts the graph vertically.

C) the slope of an exponential function continues to increase, while the slope of a linear function stays the same.