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FIITJEE-COMPLEX NUMBER-SOLVED PROBLEMS (OBJECTIVE)
- If arg(bar z1)=arg(z2) then
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- If a is a positive integer, z = a +2i and z|z| - az +1=0 then
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- If alpha is the angle which each side of a regular polygon of n sides ...
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- If the imaginery part of (z-3)/(e^(itheta))+(e^(itheta))/(z-3) is zero...
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- The distance of the roots of the equation tan theta(0) z^(n) + tan the...
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- The complex numbers z=x+iy which satisfy the equation |(z-5i)/(z+5i)|=...
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- The inequality |z-4| lt |z-2| represents
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- If the equation |z-z1|^2 + |z-z2|^2 =k, represents the equation of a c...
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- If |z|= "min" {|z-1|, |z+1|}, then
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- The range of m for which the line z(1-mi) - bar(z) (1+mi)=0 divides tw...
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- Let P(k)(k=1,2,…n) be the nth root of unity. Let z =a +ib and A(k) = R...
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- A complex number z is rotated in anticlockwise direction by an angle ...
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- one vertex of the triangle of maximum area that can be inscribed in th...
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- Let 'z' be a complex number and 'a' be a real parameter such that z^2+...
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- Roots of the equation x^n - 1 = 0, n in I
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- Let z(1) and z(2) be complex numbers such that z(1)^(2)-4z(2)=16+20i a...
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- Let z(1) and z(2) be complex numbers such that z(1)^(2)-4z(2)=16+20i a...
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- Let z1 and z2 be complex numbers such that z(1)^(2) - 4z(2) = 16+20i a...
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- The locus of any point P(z) on argand plane is arg((z-5i)/(z+5i))=(pi)...
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- The locus of any point P (z) on argand plane is "arg" ((z+5i)/(z-5i))=...
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