Please help I've completed the handwritten section I just cant figure out the matlab code.

An eyebolt supports the four loads shown. If the tension, $T,$ can only be $1kN,1\mathrm{.}5kN,$ or $2$ kN $,$ calculate the x and y components of the resultant force acting on the bolt if the angle $$ varies from $0$ to $90$ degrees,

$090.$

A handwritten solution which includes the all the work to find the following equations: $($Already Completed ignore this part$)$

each force applied to the eyebolt written as a Cartesian vector.

the resultant force in the x $-$direction as a function of T and $\backslash$theta in kN $.$

the resultant force in the y $-$direction as a function of T and $\backslash$theta in kN $.$

The handwritten solution should also include a solution check. Do a quick check of your equation by plugging in for $\backslash$theta $=30$ and T$=1\mathrm{.}5$kN$.$ You should find that R$\_($x$)=3\mathrm{.}338$kN and R$\_($y$)=0\mathrm{.}082$kN$.$

The handwritten solution should also include a brief note to your solution that identifies the three combinations of T and $\backslash$theta that result in resultant force on the eyebolt being only in the x $-$direction. Identify the value of $\backslash$theta to the nearest tenth of a degree.

Create a MATLAB program that will calculate the x $-$ component and y$-$component of the resultant force for all values of $\backslash$theta from $0$ to $90$ degrees and for each of the three tension cases. Include

copy of your program file or Excel sheet. For a MATLAB program file, upload the file with a $.$txt extension.

Using your MATLAB Program create two graphs: one for the resultant force in the x $-$direction as a function of $\backslash$theta and one for the resultant force in the y$-$direction as a function of $\backslash$theta $.$ Each graph should have three sets of data points, one for each value of the tension. The graph should be uploaded as a $.$jpg or $.$png file. All graphs should include axes labels that use the variable names from the handwritten solution and note the units for each axis.