For the first curve: Moving from left to right, the curve is in quadrant 3. As x decreases, the curve

Question

For the first curve:
- Moving from left to right, the curve is in quadrant 3.
- As x decreases, the curve approaches the line y equals negative 1.
- As x increases, the curve approaches the line x equals negative 1.
For the second curve:
- Moving from left to right, the curve passes from quadrant 2 to quadrant 1 to quadrant 4.
- As x decreases, the curve approaches the line x equals negative 1.
- As x increases, the curve approaches the line y equals negative 1.
The 2 curves pass through the following points:
- (negative 6 comma negative nine fifths)
- (0 comma 3)
- (4 comma negative one fifth)

What is the y-coordinate of the y-intercept of the graph shown?

Accepted Answer

The correct answer is 3 . A y -intercept of a graph in the xy -plane is a point x , y on the graph where x = 0 . For the graph shown, at x = 0 , the corresponding value of y is 3 . Therefore, the y -coordinate of the y -intercept of the graph shown is 3 .

Question for-th