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hello there students today were going to learn about the dot or scalar product in the previous video we discovered quite a few ways we can multiply vectors with other vectors the first one we saw was the dot for scalar product lets see what this was all about this first type of multiplication is called the dot or scalar product it has this name because we symbolize this operation with a dot and the result of the multiplication is a scalar to figure out the result of a dot product or the scalar we follow one of two equations as an example considered two vectors vector a and vector B to be completely general we can write out a generic vector as having components like this where vector a has variables as theyre x and y-components written as a sub X and a sub y the same goes for vector B we can also draw these vectors here if we put the two tails of these vectors together we see that they can in general be separated by an angle theta both vector a and vector B also have their own magnit