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  1. Now do the same with binary For instance, 1011 ... Now do the same with binary to convert to decimal

  2. Even though characters are stored as binary values on a computer, we often use unicode, hexadecimal or decimal values to specify them in a more human-readable way.

  3. The binary number system underlies all modern computers. In this lecture we'll take a look at the binary number system and some of the implications of using binary numbers.

  4. ry Overview Recall that computers represent data in the form of bits, which are just values that can be eit. er 0 and 1. In order to perform mathematical calculations with bits, computers use a number …

  5. We’re going to do the binary version of scientific notation: 2.357 x 1014 If I had six decimal digits of space, I might write this as 142357

  6. Binary number representations We looked at how to represent a number (in fact the value represented by a number) in binary

  7. Digital systems use binary digits with a binary radix. Binary numbers are too long to write so we use a shorthand notation: Octal – base 8; needs 8 different values; 0 to 7. Starting at the binary point, …