Evaluate `(4+3iota)/((2+3iota)(4-3iota))`

The modulus value of (3-2t)(3+2 iota)(1+iota) is

sqrt(5+12 iota)

Simplify: a.(4 iota^(3)-iota)/(2 iota+1) b.(sqrt(3)+iota)^(6)

Value of (- iota ) ^(4/3)

Value of (- iota ) ^(4/3)

The value of ((1+sqrt(3)iota)/(1-sqrt(3)iota))^(10)

Evaluate : (-5iota) times ( iota/8 ) is equal to

The straight line (1+2 iota)z+(2 iota-1)bar(z)=10 iota on the complex plane,then the intercept on imaginary axis

The value of iota is

If (2+iota)(2+2 iota)(2+3 iota)......(2+9 iota)=x+iota y, then 5.8.13......85=