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What is the binary of A to Z?

Sagot :

The binary equivalent of A to Z is listed below.

Binary:

In math, binary refers the number expressed in the base-2 numeral system or binary numeral system, a method of mathematical expression which uses only two symbols: typically "0" (zero) and "1" (one).

Given,

Here we need to write the binary equivalent for A to Z.

Here we know that the coding system is a collection of systems, which gives a fixed binary number to all letters of the alphabet.

And the binary equivalent is listed as follows.

A: 01000001

B: 01000010

C: 01000011

D: 01000100

E: 01000101

F: 01000110

G: 01000111

H: 01001000

I: 01001001

J: 01001010

K: 01001011

L:01001100

M:01001101

N: 01001110

O: 01001111

P: 01010000

Q: 01010001

R: 01010010

S: 01010010

T: 01010010

U: 01010101

V: 01010110

W: 01010111

X: 01011000

Y: 01011001

Z: 01011010

Therefore, the resulting binary number of the decimal equivalent of the alphabets is presented here.

To know more about Binary here.

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