Find the element that is a sqrt of another element in the same array function?
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Hi, my task is to create a function that looks through an array of numbers in a vector and checks if any of the elements are square roots of each other. Ex x= [ 2 3 4], in this case my function needs to return statement true, since 2 is the squareroot of 4. However, if x =[ 2 3 5] then the function should return the statement false since none of the numbers 2,3,5 are squareroots of each other. I've coded it this way so far but with no success
function y = isItSquared(x)
x1=x.^2;
for i = 1:length(x)
if x(i) == x1(i)
y = true;
elseif x(i) ~= x1(i)
y=false;
end
end
2 Kommentare
Steven Lord
am 8 Okt. 2020
However, if x =[ 2 3 1] then the function should return the statement false since none of the numbers 2,3,1 are squareroots of each other.
The square root of 1 is 1 so shouldn't that example return true?
Antworten (2)
Bjorn Gustavsson
am 8 Okt. 2020
Hint: Which number are you actually comparing, and which number-combinations do you need to compare?
One thing I'll suggest is that you display all the intermediate results during the processing - this helps understanding
what your functions does (this is unfortunately not always the same as you want it to do. May have wailed against this experience, to no avail.) You could include a line something like this in your loop just after the for-line:
disp([i x(i), x1(i), x(i) == x1(i)])
That will show you what's going on. This will obviously be an absolute horror for large input-arrays, but suitable for initial development when you test with small arrays.
HTH
2 Kommentare
Bjorn Gustavsson
am 8 Okt. 2020
Clearly you dont get what the function is doing well enough. Have you tried to run your function with my disp-line added and if so have you thought about what the output does? What would you need to do to modify your code?
Rik
am 8 Okt. 2020
To compare many elements to each other I would recommend the ismember function.
4 Kommentare
Rik
am 8 Okt. 2020
That is an excellent strategy: now you have two vectors, one of which is the square root of the other. That means that if any of them is a member of the other, you must have a root.
Consider your example:
x= [ 2 3 4]
x1=[4 9 16]
Because one of the values in the second vector occurs in the first, you have to return true.
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