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this is the third in a series of videos about binary Im going to talk about how we can represent a real numbers that is non integers using fixed point binary notation most modern computers use floating-point binary to represent real numbers something Ill talk about in a different video nevertheless fixed point binary has a wide range of applications for example in real time systems where the speed of calculations is more important than accuracy also an understanding of fixed point binary first is an essential step in understanding floating-point binary later imagine a processor with a 12 bit register for storing binary numbers some of this register for example the first 8 bits could be used to represent the whole number portion of a real number and some of it in this example the last 4 bits could be used to represent the fractional part of the real number in base 10 we use a decimal point to indicate where the fractional part of a number begins in this register we can use an imagina
