SOLUTION: when plotting -6-4i on the complex plane, how do you need to move?

Question 459434: when plotting -6-4i on the complex plane, how do you need to move?
Found 3 solutions by richard1234, MathLover1, Alan3354:
Answer by richard1234(7193)   (Show Source): You can put this solution on YOUR website!
6 units to the left, four units down.
Answer by MathLover1(20849)   (Show Source): You can put this solution on YOUR website!
Plotting Complex Numbers
Complex numbers may easily be plotted in the complex plane. Pure imaginaries are plotted along the axis, the axis of imaginaries, and real numbers are plotted along the , the axis of reals.
It follows that other points in the complex plane must represent numbers that are part real and part imaginary; in other words, complex numbers.
If we wish to plot the point -6-4i, we note that the number is made up of the real number -6 and the imaginary number -4i.
----------------------vertical axis
..............................................|
..............................................|..............
..............................................|...............
..............................................|...................
.........................................4i|............
.........................................3i|.............
.........................................2i|....................
.....-6..-5..-4..-3..-2..-1..0-------------------horizontal axis
.........................................-i|..............
.......................................-2i|................
.......................................-3i|..............
...........(-6,-4i).................-4i|............
.............................................|..............

Answer by Alan3354(69443)   (Show Source): You can put this solution on YOUR website!
It's the same point as (-6,-4) on the (x,y) plane
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