Answer: The given number is located in Quadrant IV.
Step-by-step explanation: We are to find the quadrant in which the number (6 - 8i) located on the complex plane.
We know that a complex plane is treated as a two-dimensional plane, where the real part of the number is treated as the x-coordinate and the imaginary part is treated as the y-coordinate.
So, if 'x' and 'y' are positive, then
x + yi = (x, y) Quadrant I
-x + yi = (-x, y) Quadrant II
-x - yi = (-x, -y) Quadrant III
x - yi = (x, -y) Quadrant IV
Given number is
(6 - 8i) = (6, -8).
Therefore, the given number is located in Quadrant IV.
