If z = x + iy lies in III quadrant, then `bar z / z` also lies in III quadrant If:

If z = a + ib lies in III quadrant then (bar(z))/(z) also lies in the III quadrant if

If z =x +iy lies in the third quadrant then (barz)/(z) also lies in third quadrant if (i) x gt y gt 0 (ii) x lt y lt 0 (iii) y lt x lt 0 (iv) y gt x gt 0

If z=x+ iy lies in the third quadrant then, (barz)/(z) also lies in the third quadrant if

If z = x + iy lies in the third quadrant, then prove that (barz)/(z) also lies in the third quadrant when y lt x lt 0

If z = x + iy lies in the third quadrant, then prove that (barz)/(z) also lies in the third quadrant when y lt x lt 0

If z = barz then z lies on

If z = x + iy, then z bar(z) =

The point which divides the join of (1,2) and(3,4) externally in the ratio 1:1 a. lies in the III quadrant b. lies in the II quadrant c. lies in the I quadrant d. cannot be found