Homework Solution: 1.1 Convert to hexadecimal and then to binary: (a) 757.2510 (b) 123.17 (c) 356.891o (d) 1063.5, 1.2 Convert to octal. Conve…

    1.1 Convert to hexadecimal and then to binary: (a) 757.2510 (b) 123.17 (c) 356.891o (d) 1063.5, 1.2 Convert to octal. Convert to hexadecimal. Then convert both of your answers to decimal, and verify that they are the same. (a) 111010110001.0112 (b) 10110011101.11 1.5 Add, subtract, and multiply in binary: (a) 1111 and 1010 (b) 110110 and 11101 (c) 100100 and 10110 1.6 Subtract in binary. Place a 1 over each column from which it was necessary to borrow (a) 11110100-1000111 (b) 1110110 111101 (c) 10110010 111101 ()()()|
    media%2F577%2F577200cb-3096-49a9-af6b-dc
    1.1 Convert to hexadecimal and then to binary: (a) 757.2510 (b) 123.17 (c) 356.891o (d) 1063.5, 1.2 Convert to octal. Convert to hexadecimal. Then convert both of your answers to decimal, and verify that they are the same. (a) 111010110001.0112 (b) 10110011101.11 1.5 Add, subtract, and multiply in binary: (a) 1111 and 1010 (b) 110110 and 11101 (c) 100100 and 10110 1.6 Subtract in binary. Place a 1 over each column from which it was necessary to borrow (a) 11110100-1000111 (b) 1110110 111101 (c) 10110010 111101 ()()()|

    Expert Answer

     
    [1]Conversion steps: Step 1.Divide the number by 16.

    1.1 Change to hexadecimal and then to binary: (a) 757.2510 (b) 123.17 (c) 356.891o (d) 1063.5, 1.2 Change to octal. Change to hexadecimal. Then change twain of your defenses to decimal, and identify that they are the selfsame. (a) 111010110001.0112 (b) 10110011101.11 1.5 Add, withdraw, and discuss in binary: (a) 1111 and 1010 (b) 110110 and 11101 (c) 100100 and 10110 1.6 Withdraw in binary. Place a 1 balance each column from which it was compulsory to attribute (a) 11110100-1000111 (b) 1110110 111101 (c) 10110010 111101 ()()()|
    media%2F577%2F577200cb-3096-49a9-af6b-dc

    1.1 Change to hexadecimal and then to binary: (a) 757.2510 (b) 123.17 (c) 356.891o (d) 1063.5, 1.2 Change to octal. Change to hexadecimal. Then change twain of your defenses to decimal, and identify that they are the selfsame. (a) 111010110001.0112 (b) 10110011101.11 1.5 Add, withdraw, and discuss in binary: (a) 1111 and 1010 (b) 110110 and 11101 (c) 100100 and 10110 1.6 Withdraw in binary. Place a 1 balance each column from which it was compulsory to attribute (a) 11110100-1000111 (b) 1110110 111101 (c) 10110010 111101 ()()()|

    Expert Defense

     

    [1]Conversion steps:
    Step 1.Divide the sum by 16.
    Step 2.Get the integer quotient control the next recurrence.
    Step 3.Get the residue control the hex digit.
    Step 4.Repeat the steps until the quotient is resembling to 0.

    [a] 

    [b]

    [c] 

    [d]