Slide ein in binary smoothly

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Aug 6th, 2022
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How to Slide ein in binary

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hi in this video were going to look at what is meant by fixed point binary and how we can convert from fixed binary to decimal and vice versa so first of all what you know why are we doing this why do we need to fix binary well its where to represent real numbers and a real number is a number which has both an integer and a fractional part so far weve looked only at how we can convert integers and use integers in various arithmetic but clearly maths isnt very useful if we only stick to integers and so we need to be able to represent fractions two in binary and thats what fixed point can do along with floating point so really we have two options for representing real numbers fixed point or floating point both have got pros and cons and well look at the floating point in future videos as well as a proper evaluation after we look at both but before we do that we can start thinking about one limitation which is inherent to just using binary and converting from decimal to binary we h

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All the letters, characters, words, digits, sentences, numbers, symbols, etc can be written in binary codes. The binary code for I Love You is- 1001001 1001100 1101111 1110110 1100101 1011001 1101111 1110101.
Hi in binary code is Zero, one, zero, zero, one, zero, zero, zero, space, zero, one, one, zero, one, zero, zero, one.
Answers: The base 2 binary number 10101010 is equal to the base 10 decimal number 170.
Make sure to put a space in between each binary code and use the correct binary code for upper or lower case letters. For example, the binary combination for the name Paul would be: 01010000 01100001 01110101 01101100. Repeat to write your last name in binary numbers.
The numbers from 0 to 10 are thus in binary 0, 1, 10, 11, 100, 101, 110, 111, 1000, 1001, and 1010.
Make sure to put a space in between each binary code and use the correct binary code for upper or lower case letters. For example, the binary combination for the name Paul would be: 01010000 01100001 01110101 01101100. Repeat to write your last name in binary numbers.
In this way 0.1011 in binary is 0.6875 in decimal.
Computers can represent numbers using binary code in the form of digital 1s and 0s inside the central processing unit (CPU) and RAM. These digital numbers are electrical signals that are either on or off inside the CPU or RAM.

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