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Element-Wise Vector Division

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I would like to define a new vector based on element-wise scalar division with respect to an existing vector.
With scalar multiplication this works very naturally. For example, something like
vector = [1 x N row vector];
new_vector = K*vector;
automatically creates new_vector, which has the same dimensions as vector and whose elements are the corresponding elements of vector multiplied by K.
My goal is to do something very similar with scalar division. That is, I want to type something like
vector = [1 x N row vector];
new_vector = K/vector;
where new_vector has the same dimensions as vector and each element in new_vector is simply K divided by the corresponding element in vector.
(obviously the above code doesn't work - "matrix dimensions must agree")
I am able to obtain the vector I want manually with a for-loop:
vector = [1 x N row vector];
N = length(vector);
new_vector = zeros(1,N);
for i = 1:1:N
new_vector(i) = K/vector(i);
end
but I can't imagine that this is the most efficient way to perform this operation!
Can someone please advise?

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Accepted Answer

David Goodmanson
David Goodmanson on 9 Jan 2020
HI Mark,
new_vector = K./vector;
./ (dot divide) does element-by-element operations.

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Mark Rzewnicki
Mark Rzewnicki on 9 Jan 2020
Ah, that'll do it. Thanks!

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