Finding the median of a vector without using the median tool in matlab?

I am struggling to find the median of a given vector (does not matter what it is) without using the median tool in matlab. Here is my current code that I have.

function median = myMedian(A)

Z=sort(A)
n=length(Z);
t=(n+1)/2

median=(Z(floor(t))+Z(ceil(t)))/2;

median=A

Some things that the code may need to address that I tried (attempted) to address is scenarios of what we would do if the vector had an even or odd amount of elements and what if the numbers are not in ascending order?

*Small note: We do not have to worry about what would happen if the vector was an empty vector

Thank you!

[Jorge Mario Guerra González]

why do you have median=A at the end??

also, since matlab has his own median function dont call variables in that way

[Amanda Mnt]

to assign the answer to that variable?

[Jorge Mario Guerra González]

Then it should be

 A=median

[Amanda Mnt]

is the rest of the code correct then? I get an error that says:

Not enough input arguments.

Error in myMedian (line 4)
Z=sort(A)

[Jorge Mario Guerra González]

Well in that error you forgot to put the input argument.

test it with:

A=rand(1,51);
med = myMedian(A)

Answer 1

[Jorge Mario Guerra González]

All the code is fine, except for the last line.

A=rand(1,51);
Z=sort(A);
n=length(Z);
t=(n+1)/2;
med=(Z(floor(t))+Z(ceil(t)))/2

works fine for me, for both odd and even values of array length

check the answer using the actual median function.

 median(A)