Question

110001010111 into hexadecimal


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Answer 1

Solution:

Given Binary Number – (110001010111)₂

⊕ We have to find out the hexadecimal equivalent of the given number. Using grouping method, we can find out the hexadecimal equivalent.

Now, divide the binary digits into groups of four numbers –

$\tt>>\boxed{\begin{array}{c|c|c}\tt1100&\tt0101&\tt0111\end{array}}$

Now, loop at the table given below –

$\boxed{\begin{array}{c|c}\tt\underline{ Binary\ Value}:&\tt \underline{Hex\ Value}:\\ \tt0000&\tt0\\ \tt0001&\tt1\\ \tt0010&\tt2\\ \tt0011&\tt3\\ \tt0100&\tt4\\ \tt0101&\tt5\\ \tt0110&\tt6\\ \tt0111&\tt7\\ \tt1000&\tt8\\ \tt1001&\tt9\\ \tt1010&\tt A\\ \tt1011&\tt B\\ \tt1100&\tt C\\ \tt1101&\tt D\\ \tt1110&\tt E\\ \tt1111&\tt F\end{array}}$

Replace each binary numbers with its hex values. So, we get,

>> (110001010111)₂ = (C57)₁₆

Answer:

• (110001010111)₂ = (C57)₁₆

Answer 2

Answer:

Given Binary Number – (110001010111)₂

We have to find out the hexadecimal equivalent of the given number. Using grouping method, we can find out the hexadecimal equivalent.

Now, divide the binary digits into groups of four numbers –

Replace each binary numbers with its hex values. So, we get,

>> (110001010111)₂ = (C57)₁₆

(110001010111)₂ = (C57)₁₆

Explanation:

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