Solving 2 equations with 4 unknowns

I was instructed to use MATLAB to solve these 2 dyad equations contain 4 unknowns. I have little to no experience in MATLAB, and have been struggling with my code.

Input:

syms x y z w 

eq1= x*exp(i*w)*(exp(i*y)-1)+(2*exp(64.44*i))*(exp(-37.87*i)-1)==3.606*exp(-33.69*i)
eq2= x*exp(i*w)*(exp(i*z)-1)+(2*exp(64.44*i))*(exp(-104.94*i)-1)==7.810*exp(-50.19*i)

solve (eq1, eq2, x, y, z, w)\

Output:

Warning: Unable to solve symbolically. Returning a numeric solution using vpasolve.

> In sym/solve (line 304)

ans =

struct with fields:

x: [1×1 sym]

y: [1×1 sym]

z: [1×1 sym]

w: [1×1 sym]

I have been looking through forums, but have been unable to find a solution. Please let me know what I am doing wrong and thank you ahead of time.

Answer 1

[Walter Roberson]

sol = solve (eq1, eq2, x, y, z, w)
sol.x
sol.y
sol.z
sol.w

What you will be given is one out of the infinite number of solutions.