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itamp;#39;s pretty easy to represent whole numbers in binary as we already know if we have 1 0 0 0 then we know that this one here is an eight this is here is a four this one is a two and this one is a one however what if we have a slightly more complex number than eight what if we start using decimals what happens is things get a little bit more complicated letamp;#39;s say that we want to represent the number 8.75 we can use two ways of representing this one is called Fix Point binary and the other one is called floating Point binary weamp;#39;re going to have a look in this video at fix Point binary and then thereamp;#39;ll be another video on floating Point binary when weamp;#39;re representing this we first need to know how many binary digits to assign to the left side of the decimal point and the right side of the decimal point letamp;#39;s say that weamp;#39;re going for a system of four digits before and four digits after we take our first number here which is an eight a
