Based on the information provided, the correct identification is that Graph A is linear and Graph B is exponential.
Graph A shows a constant increase for equal intervals, which is characteristic of a linear function. In contrast, Graph B shows a rapidly increasing rate of change, which is typical of an exponential function. Therefore, Graph A is linear and Graph B is exponential.
The graph shows two functions labeled A and B. Identify which function is linear and which is exponential. Explain.
(1 point)
Responses
Graph A is larger than Graph B, so A must be linear and B must be exponential.
Graph A is larger than Graph B, so A must be linear and B must be exponential.
Graph A has a constant increase for equal intervals, so A must be linear and B must be exponential.
Graph A has a constant increase for equal intervals, so A must be linear and B must be exponential.
Graph A has a constant increase for equal intervals, so A must be exponential and B must be linear.
Graph A has a constant increase for equal intervals, so A must be exponential and B must be linear.
Graph A is larger than graph B, so A must be exponential and B must be linear.
Graph A is larger than graph B, so A must be exponential and B must be linear.
1 answer
1 answer