Question
Download Solution PDFIf z1 = \(\rm 2\sqrt{5} + 5i\) and z2 = \(\rm \sqrt{5} + i\) then find the quadrant in which (z1 - z2) lies
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFConcept:
z = x + iy
when x > 0, y > 0 then point lie in quadrant I.
Calculation:
Given
z1 = \(\rm 2\sqrt{5} + 5i\) and z2 = \(\rm \sqrt{5} + i\)
z1 - z2 = \(\rm \sqrt{5} + 4i\)
which is represented by a point in quadrant I
Last updated on May 31, 2025
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