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The Dot Product Lyrics by Math Genius

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Time to saddle up, boys and gals! Today we're going to learn about the dot product.

Given say, two vectors: v = < a,b > and u = < c,d > (a,b,c,d here are numbers)
The dot product of these two vectors is given by v · u = a*c + b*d

Not too bad, right?
Notice how this answer doesn't have any brackets <> in it or commas!
That's because the dot product is not a vector quantity, it's a scalar!
That means that the dot product is purely a magnitude, it does not have a direction.

Now, what if we are given the ludicrous task to calculate the dot product of a vector in the third dimension?
Simple!

Let us let v = < a,b,c > and u = < d,e,f >
v · u = a*d + b*e * c*f


Example:
Let u = <6,2,5> and v = <1,3,4>
Find w if w = v · u

About “The Dot Product” by Math Genius

Read the complete lyrics to "The Dot Product" by Math Genius. On Lyrks you can follow along with the full text, explore the artist's discography, and discover related songs. The track is often categorized under Education, Non-Music, Literature.

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