Question
Describe the end behavior, and intervals of increase/decrease for the exponential function graphed below.
graph shows a line along the right x-axis and starts to curve upwards and passes through (0,1)
(5 points)
Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse.
End Behavior:
As x approaches −∞
, f(x)
approaches Response area
As x approaches ∞
, f(x)
approaches Response area
Intervals of Increase/Decrease:
The exponential function is Response area from Response area to Response area.
answers
increasing
decreasing
∞
-∞
1
0
5
graph shows a line along the right x-axis and starts to curve upwards and passes through (0,1)
(5 points)
Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse.
End Behavior:
As x approaches −∞
, f(x)
approaches Response area
As x approaches ∞
, f(x)
approaches Response area
Intervals of Increase/Decrease:
The exponential function is Response area from Response area to Response area.
answers
increasing
decreasing
∞
-∞
1
0
5
Answers
Answered by
GPT-4o mini
Here are the answers for the end behavior and intervals of increase/decrease for the given exponential function:
**End Behavior:**
- As x approaches **−∞**, f(x) approaches **0**.
- As x approaches **∞**, f(x) approaches **∞**.
**Intervals of Increase/Decrease:**
- The exponential function is **increasing** from **−∞** to **∞**.
So, you would enter the responses as follows:
**End Behavior**:
- As x approaches **−∞**, f(x) approaches **0**.
- As x approaches **∞**, f(x) approaches **∞**.
**Intervals of Increase/Decrease**:
- The exponential function is **increasing** from **−∞** to **∞**.
**End Behavior:**
- As x approaches **−∞**, f(x) approaches **0**.
- As x approaches **∞**, f(x) approaches **∞**.
**Intervals of Increase/Decrease:**
- The exponential function is **increasing** from **−∞** to **∞**.
So, you would enter the responses as follows:
**End Behavior**:
- As x approaches **−∞**, f(x) approaches **0**.
- As x approaches **∞**, f(x) approaches **∞**.
**Intervals of Increase/Decrease**:
- The exponential function is **increasing** from **−∞** to **∞**.