https://binary2hex.com/numberconverter.html?id=795
# Transfer ABC from hexadecimal in octal number system

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function printrightss(ss)
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if(ss==16) $('#rightdr').fadeIn(300); else $('#rightdr').fadeOut(300);
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function printleftssTip(tip)
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switch(ss)
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case '1':maxlenght = 8*tip; break;
case '2':maxlenght = 8*tip; break;
case '3':maxlenght = 3*tip; break;
case '4':maxlenght = 0; break;
case '5':maxlenght = 2*tip; break;
case '6':maxlenght = 8*tip; break;
case '7':maxlenght = 0*tip; break;
}
if(maxlenght!=0)
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var ch = $('#chislo').val();
var chlenght = ch.length;
if(chlenght>maxlenght)
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ch = ch.substr(-maxlenght);
$('#chislo').val(ch);
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function printleftssTipSign(tip)
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if(tip==0) $('#lefttipsign').fadeIn(300); else $('#lefttipsign').fadeOut(300);
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function printRigtssTipSign(tip)
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if(tip==0) $('#righttipsign').fadeIn(300); else $('#righttipsign').fadeOut(300);
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function printlrihtssDOP()
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var strFilter ;
var text;
var ss = $('input[name=ss]:checked').val();
if (ss==1) {strFilter =/^[0-1,.]*$/; text=" a Binary number can only contain the digits 0 and 1, as well as a dot for fractional numbers" }
if (ss==2) {strFilter =/^[0-2,.]*$/; text=" a Ternary number can only contain the digits 0.1 and 2, as well as a dot for fractional numbers"; }
if (ss==3) {strFilter =/^[0-7,.]*$/; text=" an Octal number can only contain digits 0-7, as well as a dot for fractional numbers"; }
if (ss==4) {strFilter =/^[0-9,.-]*$/; text=" a Decimal number can only contain digits 0-9, as well as a dot for fractional numbers"; }
if (ss==5) {strFilter =/^[0-9a-fA-F,.x]*$/; text=" a Hexadecimal number can only contain digits 0-9, letters A, B,C,D, E,F, and a dot for fractional numbers";}
if (ss==6) {strFilter =/^[0-1,.]*$/; text=" a Binary number can only contain the digits 0 and 1, as well as a dot for fractional numbers";}
if (ss==7) {strFilter =/^[0-9a-fA-Z,.-]*$/; text=" a Number can only contain the digits 0 and 9, the letters A-Z, and a dot for fractional numbers";}
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alert(" Enter a number");
$('#chislo').val('');
//alert($('input[name=ssTobcd]:checked').val());
}
else if($('#chislo').val().length>=30)
{
alert(" a Binary number can only contain the digits 0 and 1, as well as a dot for fractional numbers");
$('#chislo').val('');
}
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$('input[name=submit]').val(" data Transfer, wait");
$('input[name=submit]').prop('disabled',true);
$('#text_perevod').fadeOut(1);
$('#href_calc').fadeOut(1);
// отправляем форму
$.ajax({
type:"POST",
data: {
chislo: $('#chislo').val(),
ss: $('input[name=ss]:checked').val(),
ssTo: $('input[name=ssTo]:checked').val(),
ssbcd: $('input[name=ssbcd]:checked').val(),
ssTobcd: $('input[name=ssTobcd]:checked').val(),
ssdr: $('#ssdr').val(),
ssTodr: $('#ssTodr').val(),
ssDop: $('input[name=ssDop]:checked').val(),
sssign: $('input[name=sssign]:checked').val(),
sstip: $('input[name=sstip]:checked').val(),
sstipsign: $('input[name=sstipsign]:checked').val(),
ssToDop: $('input[name=ssToDop]:checked').val(),
ssTosign: $('input[name=ssTosign]:checked').val(),
ssTotip: $('input[name=ssTotip]:checked').val(),
ssTotipsign: $('input[name=ssTotipsign]:checked').val(),
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url: "https://binary2hex.com/calc/calcyadro.php?calculator=2&calcid=1",
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if(key=="link_print") $('#link_print').html(value);
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});
}
}
-->

Ternary

Octal

Decimal

Hexadecimal

Binary-decimal

Other

Additional

Binary

Triple

Octal

Decimal

Hexadecimal

Binary-decimal

Other

Additional

$( function() {
window.print();
});

Enter a number:

His number system:

Binary Ternary

Octal

Decimal

Hexadecimal

Binary-decimal

Other

Additional

Translate to :

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

First we will perform the translation through the decimal system

let\'s translate to decimal like this:

10∙16^{2}+11∙16^{1}+12∙16^{0} = 10∙256+11∙16+12∙1 = 2560+176+12 = 2748_{10}

got It: ABC_{16} =2748_{10}

Translate the number 2748_{10} в octal like this:

the Integer part of the number is divided by the base of the new number system:

2748 | 8 | ||||

-2744 | 343 | 8 | |||

4 | -336 | 42 | 8 | ||

7 | -40 | 5 | |||

2 | |||||

the result of the conversion was:

2748_{10} = 5274_{8}

the Final answer: ABC_{16} = 5274_{8}

Now we will perform a direct translation.

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

ABC_{16} = A B C = A_{(=1010)} B_{(=1011)} C_{(=1100)} = 101010111100_{2}

the Final answer: ABC_{16} = 101010111100_{2}

let\'s make a direct translation from binary to post-binary like this:

101010111100_{2} = 101 010 111 100 = 101_{(=5)} 010_{(=2)} 111_{(=7)} 100_{(=4)} = 5274_{8}

the Final answer: ABC_{16} = 5274_{8}

Permanent link to the result of this calculation