Question
Identify whether the function is increasing, decreasing or constant at the interval pointed in the graph.

- Increasing
- Decreasing
- Constant
- Cannot say
Hint:
In this question we have to find the asked interval is increasing , decreasing or constant. To find the increasing, decreasing and constant we have see the graph and find the slope . If the slope is positive then it is increasing , if slope is negative then it is decreasing and if slope is zero then it is constant.
The correct answer is: Increasing
Here we have to find the interval is increasing, decreasing or constant.
Firstly, we have given graph and interval ,

Now the interval first point is in 3rd quadrant and next point in 1st quadrant ,
So we can say that interval is moving upward toward left to right.
And also its slope is positive ,
Therefore. At that interval the graph is increasing,
The correct answer is increasing.
For finding increasing, decreasing and constant interval in any particular interval you must look line whose going downward , upward or horizontal and also find by finding slope of interval .
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