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in this lesson were going to focus on the dot product which is one of two ways to multiply two vectors together the difference between the dot product and the cross product which is the other way is that the dot product it gives you a scalar quantity after multiplying two vectors the result of the cross product on the other hand is a vector quantity so lets work out an example but first let me give you the formula so lets say if we have vector a with its x component and its y component and vector b with its x and y components the dot product of a and b is simply the product of the x components plus the product of the y components so its a x times bx plus ay times by and thats how you could find the dot product between two vectors so lets try an example so lets say vector a is two comma three and b is five comma negative four go ahead and calculate the dot product of these two vectors feel free to pause the video if you want to so the first thing were going to do is multiply the
