| 2024-06-28 | A regular heptagon (seven sides) is inscribed in a circle of radius 1 . Let A1A2…A7.... |
| 2024-06-28 | Let z1,z2,…,zn be in G.P with first term as unity such that z1+z2+…+zn=0. No.... |
| 2024-06-28 | In an argand plane z1,z2 and z3 are respectively the vertices of an isosceles triang.... |
| 2024-06-28 | Suppose A,B,C are three collinear points corresponding complex numbers z1=ai,z2=12+bi,z3= 1+ci(a.... |
| 2024-06-28 | If zr(r=1,2,…6) are the vertices of a regular hexagon, if ∑r=16zr2=βz02, where z.... |
| 2024-06-28 | A regular heptagon (seven sides) is inscribed in a circle of radius 1 . Let A1A2…A7.... |
| 2024-06-28 | Suppose A,B,C are three collinear points corresponding complex numbers z1=ai,z2=12+bi,z3= 1+ci(a.... |
| 2024-06-28 | Suppose A,B,C are three collinear points corresponding complex numbers z1=ai,z2=12+bi,z3= 1+ci(a.... |
| 2024-06-28 | Let. ℓ(z)=Az+B,A,B∈ complex number. It is given that maximum value of |ℓ(z)| on the s.... |
| 2024-06-28 | Let z1, and z2 be roots of the equationz2+8(i-1)z+63-16i =0 where i2=-1. The area of trian.... |
| 2024-06-28 | 2+i3-iThe reflection of the complex number in the straight linez(1+i)=z¯(1-i) is.... |
| 2024-06-28 | z1,z2 and z3 are three points on a circle centred at origin. A point z is chosen on the circle s.... |
| 2024-06-28 | Let C1 and C2are concentric circles of radius 1 and 8/3 respectively having centre at (3,0) on t.... |
| 2024-06-28 | Let a be a complex number such that |a|<1 andz1,z2,z3,… be the vertices of polygon suc.... |
| 2024-06-28 | Let P dentes a complex number z on the Argand's plane, and Q denotes a complex number2|z|2CiS&pi.... |
| 2024-06-28 | If z1 and z2 be non zero complex numbers satisfying the equationz12-2z1z2+2z22=0, then find the .... |
| 2024-06-28 | Which of the following represents a point on an argands plane, equidistant from the roots of the.... |
| 2024-06-28 | If |z-i|≤2 and z1=5+3i, (where i=-1 ) then the maxi.... |
| 2024-06-28 | The number of points in the complex plane that satisfying he conditions |z – 2| = 2, z(1 &.... |
| 2024-06-28 | If perimeter of locus represented by arg z+iz-i=π4 (where i=-1 ) is.... |
| 2024-06-28 | If |z|=min(|z-1|,|z+1|} then find the value of |z+z¯|. .... |
0