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Given a binary number X 11010101001011101, find the binary representation of X * 8 (X multiplied by 8).

Question

Given a binary number X 11010101001011101, find the binary representation of X * 8 (X multiplied by 8).

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Solution

To multiply a binary number by 8, you simply append three zeros to the end of the number. This is because 8 is 2^3, and in binary, each shift to the left increases the power of 2.

So, if X = 11010101001011101, then X * 8 = 11010101001011101000.

Similar Questions

Given a binary number X = 11110110101010001111, find the binary representation of the integer part of X / 8 (X divided by 8).

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Binary of -8 is(A) 10000000(B) 00001000(C) 10001000(D) 11000000

Given the following 8-bit integer binary variables: X1 = 11000110X2 = 11110111 What is the value in X3 after the following command? ADD X3, X2, X1

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