If z1=√3+i √3 and z2=√3+i, then ((z1/z2)) lies in quadrant ...A... . Here, A refers to

Question

If z1=√3+i √3 and z2=√3+i, then ((z1/z2)) lies in quadrant ...A... . Here, A refers to (A) I (B) II (C) III (D) IV

Tardigrade Admin · Accepted Answer

(z1/z2) =(√3+i √3/√3+i) =(√3+i √3/√3+i) × (√3-i/√3-i)=(3+3 i-√3 i+√3/4) =((3+√3/4))+((3-√3/4)) i which is represented by a point in I quadrant.

Q. If $z_{1} = 3 + i 3$ and $z_{2} = 3 + i$ , then $(\frac{z _{1}}{z _{2}})$ lies in quadrant ...A... . Here, A refers to