Transfer 1010.10101000 from binary in hexadecimal number system

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Enter a number:
His number system:
Binary
Ternary
Octal
Decimal
Hexadecimal
Binary-decimal
Other
Additional
Signed
Direct
One complement
Two complement
Unsigned
1 byte
2 byte
4 bytes
8 bytes

You specified that your number is in the additional code. For further conversion, you need to get a direct number code. Therefore, let\'s perform the conversion from additional code to direct code.

to do this, first perform the conversion from the additional code to the reverse by subtracting 1 bit, then get the direct code by inverting all the bits except the signed one.

.
1110 twos-complement
-1 -1 bit
1101ones complement
1010direct code
got It:1010

This transfer is possible in two ways: direct transfer and using the decimal system.

first, let\'s make a direct transfer.

let\'s do a direct translation from binary to hexadecimal like this:

1010.101010002 = 1010. 1010 1000 = 1010(=A). 1010(=A) 1000(=8) = A.A816

the Final answer: 1010.101010002 = A.A816

now let\'s make the transfer using the decimal system.

let\'s translate to decimal like this:

1∙23+0∙22+1∙21+0∙20+1∙2-1+0∙2-2+1∙2-3+0∙2-4+1∙2-5+0∙2-6+0∙2-7+0∙2-8 = 1∙8+0∙4+1∙2+0∙1+1∙0.5+0∙0.25+1∙0.125+0∙0.0625+1∙0.03125+0∙0.015625+0∙0.0078125+0∙0.00390625 = 8+0+2+0+0.5+0+0.125+0+0.03125+0+0+0 = 10.6562510

got It: 1010.101010002 =10.6562510

Translate the number 10.6562510 в hexadecimal like this:

the Fractional part of the number is multiplied by the base of the new number system:

 Transferring numbers from one number system to another
0.65625*16
A.5*16
8.0*16

the result of the conversion was:

10.6562510 = A.A816
the Final answer: 1010.101010002 = A.A816
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