I can't execute this code. I am trying to use fsolve to solve my nonlinear equations

Here is my Functions Code

clc

syms gamma

syms E

syms alpha

syms beta

syms Sut

syms l1

syms l2

syms l3

syms delta_l1

syms delta_l2

syms delta_l3

syms delta_h

syms delta_v

syms P1

syms P2

syms P3

syms Fh

syms Fv

syms P_1

syms P_2

syms P_3

syms alpha_1

syms beta_1

syms gamma_1

E = 1e9

Sut = 1e8

Area = 1e-4

alpha = 30

beta = 45

gamma = 60

l1 = 1/sind(alpha)

l2 = 1/sind(beta)

l3 = 1/sind(gamma)

G = E*Area

Fh = 0

Fv = 0

%delta_l1 = Z(1)

%delta_l2 = Z(2)

%delta_l3 = Z(3)

%delta_h = Z(4)

%delta_v = Z(5)

%P1 = Z(6)

%P2 = Z(7)

%P3 = Z(8)

%alpha_1 = Z(9)

%beta_1 = Z(10)

%gamma_1 = Z(11)

%FInding P1 P2 P3 delta_l1 delta_l2 delta_l3 delta_h delat_v aplha_1 beta_1 gamma_1 values

function [F] = NL_equations(x)

F(1) = (x(1)*cosd(x(9)))+(l1*cosd(x(9)))-(l1*cos(alpha))-x(4)

F(2) = (x(2)*cosd(x(10)))+(l2*cosd(x(10)))-(l2*cos(beta))-x(4)

F(3) = (x(3)*cosd(x(11)))+(x(3)*cosd(x(11)))-(x(3)*cos(gamma))-x(4)

F(4) = (x(1)*sind(x(9)))+(l1*sind(x(9)))-(l1*sind(alpha))-x(5)

F(5) = (x(2)*sind(x(10)))+(l2*sind(x(10)))-(l2*sind(beta))-x(5)

F(6) = (x(3)*sind(x(11)))+(l3*sind(x(11)))-(l3*sind(gamma))-x(5)

F(7) = (x(6)*cosd(x(9)))+(x(7)*cosd(x(10)))+(x(8)*cosd(x(11)))- Fh

F(8) = (x(6)*sind(x(9)))+(x(7)*sind(x(10)))+(x(8)*sind(x(11)))- Fv

F(9) = x(6)-((x(1)*G)/l1)

F(10) = x(7)-((x(2)*G)/l2)

F(11) = x(8)-((x(3)*G)/l3)

F(12) = (x(5)*((cosd(alpha)-cos(x(9)))/(sind(x(9)-alpha))))-x(1)-(x(4)*(sind(alpha)-sind(x(9)))/(sind(x(9)-alpha)))

F(13) = (x(5)*((cosd(beta)-cos(x(10)))/(sind(x(10)-beta))))-x(2)-(x(4)*(sind(beta)-sind(x(10)))/(sind(x(10)-beta)))

F(14) = (x(5)*((cosd(gamma)-cos(x(11)))/(sind(x(11)-gamma))))-x(2)-(x(4)*(sind(gamma)-sind(x(11)))/(sind(x(11)-gamma)))

end

My function file is different from function name. I saw many example they have same name of file and function name but my matlab software does not allow me. It is not an issue.

My Fsolve file code is

clc

setNL= @NLequations

x0 = [0,0,0,0,0,0,0,0,0,0,0]

x = fsolve(setNL, x0)

When I run the folve file it gives me following error

Attempt to execute SCRIPT NLequations as a function:

D:\Aerospace Engineering\Beams Plate and Shell Theory\HW1\NLequations.m

Error in fsolve (line 255)

fuser = feval(funfcn{3},x,varargin{:});

Error in Solution_Nonlinear (line 5)

x = fsolve(setNL, x0)

Caused by:

Failure in initial objective function evaluation. FSOLVE cannot continue.

[Alex Sha]

14 equations but with 11 unknown parameters, so there should be only approximate solutions, one looks like:

x1: -0.510537655115611
x2: -0.381779180654855
x3: -0.606334009801736
x4: -1.7988680009998
x5: -0.942365788862384
x6: -25526.8827558978
x7: -26995.8647564282
x8: -52510.065566241
x9: 177.806585909659
x10: -184.712630983
x11: -3.48825757205726

Feval:
1: (x1*cosd(x9))+(2*cosd(x9))-(2*cos(30))-x4 = 0.00199405214521198
2: (x2*cosd(x10))+(1.41421356237309*cosd(x10))-(1.41421356237309*cos(45))-x4 = 0.0270064899546518
3: (x3*cosd(x11))+(x3*cosd(x11))-(x3*cos(60))-x4 = 0.0109663233809836
4: (x1*sind(x9))+(2*sind(x9))-(2*sind(30))-x5 = -0.000628096634686659
5: (x2*sind(x10))+(1.41421356237309*sind(x10))-(1.41421356237309*sind(45))-x5 = 0.0271887574354359
6: (x3*sind(x11))+(1.15470053837925*sind(x11))-(1.15470053837925*sind(60))-x5 = -0.090999011308289
7: (x6*cosd(x9))+(x7*cosd(x10))+(x8*cosd(x11))- 0 = 4.24275640398264E-7
8: (x6*sind(x9))+(x7*sind(x10))+(x8*sind(x11))- 0 = 1.41542159326491E-5
9: x6-((x1*100000)/2) = -1.17222953122109E-7
10: x7-((x2*100000)/1.41421356237309) = -7.38902599550784E-7
11: x8-((x3*100000)/1.15470053837925) = 4.37627022620291E-7
12: (x5*((cosd(30)-cos(x9))/(sind(x9-30))))-x1-(x4*(sind(30)-sind(x9))/(sind(x9-30))) = 0.00385210486966825
13: (x5*((cosd(45)-cos(x10))/(sind(x10-45))))-x2-(x4*(sind(45)-sind(x10))/(sind(x10-45))) = -0.00792233330691516
14: (x5*((cosd(60)-cos(x11))/(sind(x11-60))))-x2-(x4*(sind(60)-sind(x11))/(sind(x11-60))) = 0.0355426387726787

[Syed Abdul Rafay Hammad]

But how did you execute it. I ran the code many time but it didn't work