Create a VI that calculates the dot (inner) product of two n-dimensional vectors. Double check your math by comparing your calculation using arrays and math functions with the results of the Dot Product. vi that can be found in the Functions ≫ Mathematics ≫ Linear Algebra palette.
Review: If the two vectors are denoted by v1 and v2, where

[ v1(0) ] [ v2(0) ]
v1 = [ v1(1) ] and v2 = [ v2(1) ]
[ ..... ] [ ..... ]
[ v1(n) ] [ v2(n) ]

then that dot product is given by
v1 ∙ v2 = v1(0)v2(0) + v1(1)v2(1) + ..... + v1(n)v2(n)