Grade 12Algebra
If the amplitude of z–2–3i is pi/4 then the locus of z=x+iyis
If the amplitude of z–2–3i is pi/4 then the locus of z=x+iyis
1 Answer
Ritesh Khatri
let us consider points z1 = 2+3i and z = x+iy
now z – z1 represents vector joining z and z1 whose slope is tan(pi/4)
since slope is constant z can only move along straight line hence locus is a straight line
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