Home
Class 12
MATHS
[" If zand "omega" are complex numbers s...

[" If zand "omega" are complex numbers satisfying "bar(z)+bar(i omega)=0" and "Amp(z omega)=pi],[Amp(z)" is equal to: "],[[" 1) "(pi)/(4)," 2) "(-pi)/(2)," 3) "(pi)/(2)," 4) "(3 pi)/(4)]]

Promotional Banner

Similar Questions

Explore conceptually related problems

Let z and omega be complex numbers such that barz+ibar(omega) = 0 and arg(zomega) = pi then arg(z) equals to

Let z, omega be complex numbers such that bar(z)+ibar(omega)=0" and "arg z omega= pi . Then arg z equals

If z and w are complex numbers satisfying barz+ibarw=0 and amp(zw)=pi , then amp(w) is equal to (where, amp(w) in (-pi,pi] )

If z and w are complex numbers satisfying barz+ibarw=0 and amp(zw)=pi , then amp(w) is equal to (where, amp(w) in (-pi,pi] )

Let z, omega be complex numbers such that barz+ibaromega=0 and arg(z omega)=pi , then arg z equals

Let z,omega be complex number such that z+ibar(omega)=0 and z omega=pi. Then find arg z

If z and omega are two non-zero complex numbers such that |z omega|=1" and "arg(z)-arg(omega)=(pi)/(2) , then bar(z)omega is equal to