Express 1101011011010111 in quartal octal and hexadecimal us

Express 1101011011010111 in quartal, octal and hexadecimal using the grouping method
Express 1101011011010111 in quartal, octal and hexadecimal using the grouping method

Solution

Here the given binary number is:

1101011011010111

For Expressing in Quartal Number:

Here the grouping should be in a form such that divide the binary number into groups such that each group should contain 2 binary numbers.Start grouping from right.

Here it is 11 01 01 10 11 01 01 11

In quartal we have numbers from 0-3

So the answer would be 31123112 in quartal form.

For Expressing in Octal Number:

Here divide into groups such that each group contains 3 binary numbers.Start from right.If needed put 0\'s at left most positions.

So number would be 001 101 011 011 010 111

So answer would be 153327 in octal form.

For Expressing in Hexadecimal Number:

Here grouping in 4 terms.

So number would be 1101 0110 1101 0111

So answer is (13 6 13 7) in octal form.

 Express 1101011011010111 in quartal, octal and hexadecimal using the grouping method Express 1101011011010111 in quartal, octal and hexadecimal using the group

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