based on the information in this table, how would the hexadecimal number 46b9 be written in binary…

based on the information in this table, how would the hexadecimal number 46b9 be written in binary code?\nhexadecimal binary\n4 0100\n5 0101\n6 0110\n7 0111\n8 1000\n9 1001\na 1010\nb 1011\nc 1100\na. 100011010111001\nb. 1000101100010111\nc. 111011110100110\nd. 1000101111000101

based on the information in this table, how would the hexadecimal number 46b9 be written in binary code?\nhexadecimal binary\n4 0100\n5 0101\n6 0110\n7 0111\n8 1000\n9 1001\na 1010\nb 1011\nc 1100\na. 100011010111001\nb. 1000101100010111\nc. 111011110100110\nd. 1000101111000101

Answer

Explanation:

Step1: Convert 4 to binary

From the table, 4 in binary is 0100.

Step2: Convert 6 to binary

From the table, 6 in binary is 0110.

Step3: Convert B to binary

From the table, B in binary is 1011.

Step4: Convert 9 to binary

From the table, 9 in binary is 1001.

Step5: Combine the binary - values

Combine 0100, 0110, 1011, 1001 to get 0100011010111001.

Answer:

None of the given options are correct. The correct binary representation of hexadecimal 46B9 is 0100011010111001.