given the 1x5 vector x, y must be the square of the horizontal concatenation of the third and fifth elements. So, if x = [1 1 1 1 1], y must be [1 1].
The example you give in the problem statement is not very demonstrative.
HAHAHAHA Matt: this was great!!!
Determine Whether an array is empty
Say something funny
Do Fast Fourier Transformation
Let's get back to school, and create multiplication tables
Matrix of almost all zeros, except for main diagonal
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