Home
Class 11
MATHS
The argument of the complex number [frac...

The argument of the complex number `[frac{i}{2}-frac{2}{i}]` is equal to

A

`frac{pi}{4}`

B

`frac{3pi}{4}`

C

`frac{pi}{12}`

D

`frac{pi}{2}`

Text Solution

Verified by Experts

Promotional Banner

Similar Questions

Explore conceptually related problems

The argument of the complex number frac{13-5i}{4-9i} is

a+ib form of the complex number frac{1+3i}{2+3i}

The complex number frac{1+2i}{1-i} lies in the

The congugate of a complex number frac{2+5i}{4-3i} is

The number frac{(1-i)^3}{1-i^3} is equal to

a+ib form of the complex number (1+frac{2}{i})(1+frac{3}{i})(2+i)^-1 is

The conjugate of the complex number z is frac{1}{i-1} then z=

Find the modulus and argument of the complex numbers frac{1+2i}{1-3i}

Find the modulus and argument of the complex numbers frac{1+2i}{1-3i}

Find the modulus and amplitude of each complex number: frac{1}{sqrt 2} + frac{1}{sqrt 2} i