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this is the second in a series about binary Iamp;#39;m going to talk about how computers represent negative integers using a system known as twoamp;#39;s complement youamp;#39;ll see that this system of representing negative numbers allows computers to perform subtraction operations and youamp;#39;ll see some methods that can be used to convert negative denry numbers into twoamp;#39;s complement binary if you only ever needed to represent positive base 10 numbers in binary then with a bit for example conversion would involve a gadget like this each bit has a place value and where thereamp;#39;s a 1 the corresponding place value is docHub it represents a portion of the complete number this means we can convert from binary to denry by simply adding up the place values wherever thereamp;#39;s a 1 here we have an 8-bit binary representation of the number 90 to represent negative numbers we can make a very simple change to our conversion gadget from now on the leftmost bit will