Question

Which graph represents an exponential growth function? On a coordinate plane, a line rapidly decreases and then levels off. On a coordinate plane, a line increases gradually. On a coordinate plane, a line decreases gradually. On a coordinate plane, a line is level and then curves upwards rapidly.

Answer 1

The answer is On a coordinate plane, a line is lever and then curves upwards rapidly (D).

Answer 2

The graph that represents an exponential growth function is (d) on a coordinate plane, a line is level and then curves upwards rapidly.

What are exponential functions?

Exponential functions are functions that are defined as $y = ab^x$

Where:

• b represents the rate
• a represents the initial value

Assume that a has positive value, and the b is greater than 1.

Then it means that, the function is an exponential growth function.

An exponential growth function that has a positive initial value will start with a level line, then curve up

Hence, the graph that represents an exponential growth function is (d)

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