Sort the given list of numbers a according to how far away each element is from the target value t. The result should return the list sorted in descending order of the absolute value of the difference between a(n) and t.
So if a = [1 2 4 8 17] and t = 12, then the output b should be [1 2 4 17 8].
quite easy
I bet
a nice practice.
function b = targetSort(a,t)
[m,n]=sort(abs(a-t),'descend');
k=a(n);
for i=1:length(a)
if k(i)>=t
b(i)=m(i)+t;
else if k(i)t I pass the second sample??
I don't why this easy problem come at last.
Good one.
well.........simulator is not working.better to think about it
This is well above the average size. I must be missing something that would make this much simpler.
consider using the 'sort' function !!
I find [b,I]=sort(A) is really a useful method!
What?? Strange method to get lowest size.
Should dynamic regular expressions be disabled ? This could be done on about thing !!
Brilliant use of complex numbers to force sort(x) to operate on abs(x)
sortrowsc? Strange I can run this function in R2012b, but I cannot find it in help.
It is a MEX file function called by sortrows. Check it out in the sortrows source code.
You do not need to use the real function
2011 Solvers
Test if a Number is a Palindrome without using any String Operations
142 Solvers
Project Euler: Problem 2, Sum of even Fibonacci
360 Solvers
Back to basics 17 - white space
201 Solvers
Do Fast Fourier Transformation
162 Solvers