Question

In what quadrant is the point (6, -7)?

Answer 1

in the fourth quadrant

Explanation:

the Cartesian plane is divided into four quadrants, of which the first quadrant has the x axes and y axes positive, in the second quadrant the y axes is positive having the x axes negative, the third quadrant has all the components (x and y axes) negative and lastly, the fourth quadrant has the x axes positive and the the y axes negative.

Answer 2

The 4th quadrant

Explanation:

Here is a picture showing the different quadrants of a graph:

Now graph your point to see where it lies:
graph{(x-6)^2+(y- -7)^2 = 1/10 [-15.35, 16.69, -8.99, 7.03]}

As you can see, the point is in the 4th quadrant.