Graphs of Functions

The figure shown below represents a graph which is symmetric about the origin. Find the number of points whose coordinates are both integers.

Find the function whose graph is shown below.

The graph of function passes the point . When the graph of function passes the point , find the value of .

The graph of function is shown in the figure below. Find the -coordinate of the point .

When the graph of function passes two points and , find the value of .

When the graph of function passes the point , find the value of constant .

Among points on the graph of function , find the number of points whose coordinates are all intergers.

Choose the one whose graph passes through the second quadrant.

Choose the graph from the following in which the value of increases as the value of increases.

Find the expression of the function represented by the following graph.

When a graph of a function passes through and , find the value of .

Let be the coordinates of , the foot of the perpendicular line from to the -axis, where is a point on a graph of , as shown in the figure below. Find the area of .

The following figure shows a graph of . Find the value of a constant .

When a graph of a function passes through a point , find the value of a constant .

Among the graphs of the following functions, choose the one closest to the -axis.

For the graph of a function where its domain is , find which quadrant it passes through.

For a graph of a function , choose the one that is NOT correct.