1. Given two complex numbers z1 = - 2 + j*2 and z2 = 4 + j*3 :
   1. Compute the product z1 * z2 and the ratio z1 / z2.
   2. Output the real part, imaginary part, magnitude, and the phase angle (in degrees) of the product and of the ratio from a).
   3. Plot z1 * z2 and z1 / z2 as vectors in the same complex plane (make sure to mark the head of the vector to show direction).

2. Assume complex number in a polar representation z = 1.5 * e ^ (-j * 45^o). Plot this number as a vector on the complex plane (make sure to input the phase angle in MatLab in radians).

Please answer the above in MATLAB and plot in MATLAB