Four complex numbers are given by

Z_(1)=2+j4,Z_(2)=-4+j5,Z_(3)=+8-j8

and

Z_(4)=3-j18

.\ Note: The phase angle

\\\\theta

should be expressed in radians and

-\\\\pi

\ Calulate the magnitude and phase angle of

A=Z_(1)Z_(2)

\ Calulate the magnitude and phase angle of

B=(Z_(3))/(Z_(4))

\ Calculate the magnitude of

C=Z_(1)+Z_(4)

\ Calculate the phase angle

\\\\theta _(3)

of

Z_(3)

in radians.\ Script 0\

Z1=2+j^(**)4;Z2=-4+j**5;Z3=-8-j**8;Z4=3-j**18;

\

%

1)\ % Enter the magnitude of

A

\

MagA=[\\\\sqrt((8^(^(^()))2)+(20^(^(^()))2))]

\

%

Enter the phase angle of

A

\ Phase ]\

%

2)\

%

Enter the magnitude of

B

\

MagB=[]

\

%

Enter the phase angle of

B

\ PhaseB ]\

%

3)\

%

Enter the magnitude of

C=Z1+Z4

in terms of

x1y1x4

and

y4

.\

MagC=[];

\

%

4)\

%

Enter the phase angle of the conjugate of

Z3

in radinas. The phase angle should\

%

be between-pi and pi.\ theta

3=[]

;

Four complex numbers are given by Z1=2+j4,Z2=4+j5,Z3=+8j8 and Z4=3j18. Note: The phase angle should be expressed in radians and