# For the graph y=4x - 2, in which quadrant does the graph not exist?

Jun 9, 2018

In second quadrant the graph does not exist.

#### Explanation:

For solving the above problem, we have to draw the graph$y = 4 x - 2$.
For it, we should have two points satisfying above equation.
That are $\rightarrow$ $\left(\frac{1}{2} , 0\right)$and$\left(0 , - 2\right)$
Plot the above points on the graph paper.
Then join the points to get required line. Then stretch the line as possible.
The graph will look as-
graph{4x-2 [-10, 10, -5, 5]}

Hence, answer is clear. In second quadrant the graph does not exist.