Question

Arrange the complex numbers in order according to the quadrant in which they appear, starting with the first quadrant.

Tiles
a.)3 − 4i
b.)-1 − 3i
c.)4 + i
d.)-2 + 2i

Answer 1

in order : 4 + i , 3 − 4i , -1 − 3i , -2 + 2i

Explanation:

The complex numbers are arranged in the following way :

1st quadrant : Real , Imaginary both positive

2nd quadrant : Real positive , Imaginary negative

3rd quadrant : Real, Imaginary negative

4th quadrant : Real negative , Imaginary positive

So, The following complex numbers according to the above rule can be arranged as :

3 − 4i : 2nd quadrant

-1 − 3i : 3rd quadrant

4 + i : 1st quadrant

-2 + 2i : 4th quadrant

Thus, in order : 4 + i , 3 − 4i , -1 − 3i , -2 + 2i

Answer 2

The correct answer for this question is this one:

The correct arrangement of this

First: 4 +i.

Then it is followed by
Second: -2 + 2i

Then,
Third: -1 - 3i

And lastly,
Fourth: 3 - 4i