Given two vectors x and y, compute their element-wise product z.
Thus, if x = [1 3 5] and y = [0.5 -1 2], then
z = [1*0.5 3*(-1) 5*2] = [0.5 -3 10]
surface of a spherical planet
Number of 1s in a binary string
Append two matrix as shown below example
length of a vector
Draw a 'N'!
Create logarithmically spaced values
Create a vector of the first n naturnal numbers
Create a vector with n repeated values of a number x
Create a vector of n alternating ones and zeros
Generate n equally spaced "intervals" between -x and x
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