Given vectors u and v, make a tri-diagonal symmetric matrix such that u is in the main diagonal and v is below and above diagonal
u = [1 4 5 6]
v = [3 8 2]
the result would be:
[ 1 3 0 0
3 4 8 0
0 8 5 2
0 0 2 6 ]
The Goldbach Conjecture, Part 2
pressure to dB?
Arrange Vector in descending order
Make an identity matrix whose diagonal elements are 1:n
Can we make a triangle?
Find the coefficients for numerical integration using Simpson's rule
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