Question

Using Matlab can you please write the code for question 5.

Display the zl and 22 results using the table function. 5. Create an anonymous function (name it perm) to determine how many arrangements of a subgroup n are possible from a total group size of m when the order is important (permutations). Test the function with m= 10 and n 3 . Use an fprintf statement to display the answer

Answer 1

function p = perm( m, n )
% no of arrangement of subgroup of n possible form group size of m
% if order is important
% p = mPn
p = factorial(m)/factorial(m-n);

end

%script
clc
clear all

m = 10;
n = 3;

p = perm(m,n);

fprintf('\nat m =10 and n =3\nTotal no of arrangements = %i\n',p);

Command Window at m =10 and n =3 Total no of arrangements = 720