We know that tao boolean input variables can have 16 unique boolean functions. How many unique boolean function can we have given 3 input variable and n variables?

please answer in matlab

What is the Burrows-Wheeler transform of the string "abbaba$"?

This is discrete math:

Draw the graph of the function f(x)=⌊x/2⌋ from R to R.

PROGRAM THIS CODE UING MATLAB

Represent the GCDs calculated in Problem 2 as a linear combination of the original numbers. (i.e., GCD (a, b) = s*a + t* b, where s and t could be found using Bezout’s Theorem).