Question

write in decimals 212/10​

Answer 1

$\frac{212}{10} = 21.2$

Answer 2

Step-by-step explanation:

(212)10 = (11010100)2

(212)10 = (11010100)2Step by step solution

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0106/2 = 53, remainder is 0

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0106/2 = 53, remainder is 053/2 = 26, remainder is 1

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0106/2 = 53, remainder is 053/2 = 26, remainder is 126/2 = 13, remainder is 0

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0106/2 = 53, remainder is 053/2 = 26, remainder is 126/2 = 13, remainder is 013/2 = 6, remainder is 1

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0106/2 = 53, remainder is 053/2 = 26, remainder is 126/2 = 13, remainder is 013/2 = 6, remainder is 16/2 = 3, remainder is 0

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0106/2 = 53, remainder is 053/2 = 26, remainder is 126/2 = 13, remainder is 013/2 = 6, remainder is 16/2 = 3, remainder is 03/2 = 1, remainder is 1

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0106/2 = 53, remainder is 053/2 = 26, remainder is 126/2 = 13, remainder is 013/2 = 6, remainder is 16/2 = 3, remainder is 03/2 = 1, remainder is 11/2 = 0, remainder is 1

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0106/2 = 53, remainder is 053/2 = 26, remainder is 126/2 = 13, remainder is 013/2 = 6, remainder is 16/2 = 3, remainder is 03/2 = 1, remainder is 11/2 = 0, remainder is 1Step 2: Read from the bottom (MSB) to top (LSB) as 11010100.

(212)10 = (11010100)2Step by step solutionStep 1: Divide (212)10 successively by 2 until the quotient is 0:212/2 = 106, remainder is 0106/2 = 53, remainder is 053/2 = 26, remainder is 126/2 = 13, remainder is 013/2 = 6, remainder is 16/2 = 3, remainder is 03/2 = 1, remainder is 11/2 = 0, remainder is 1Step 2: Read from the bottom (MSB) to top (LSB) as 11010100.So, 11010100 is the binary equivalent of decimal number 212 (Answer).