What is
A.Binary Arithmetic
b. binary addition
c. binary subtraction
D. binary multiplication and
binary division
A. Binary Arithmetic: Binary arithmetic refers to performing mathematical operations using binary numbers, which are numbers expressed in the base-2 numeral system. Binary arithmetic includes addition, subtraction, multiplication, and division.
B. Binary Addition: Binary addition is the process of adding two binary numbers together. It follows the same rules as decimal addition, but with different carry-over values. For example, when adding binary numbers 0 + 0, the sum is 0, but when adding 1 + 1, the sum is 0 and a carry of 1.
C. Binary Subtraction: Binary subtraction is the process of subtracting one binary number from another. Similar to decimal subtraction, it involves borrowing when there is a 0 in the minuend and a 1 in the corresponding position of the subtrahend.
D. Binary Multiplication and Division: Binary multiplication is the process of multiplying two binary numbers. It involves multiplying each bit of one number with each bit of the other number and then adding the results together. Binary division is the process of dividing one binary number by another, similar to decimal division. It involves repeatedly subtracting the divisor from the dividend and keeping track of the quotient.
A. Binary Arithmetic:
Binary arithmetic refers to mathematical operations performed on binary numbers, which are numbers expressed in the base-2 numerical system. Binary arithmetic includes addition, subtraction, multiplication, and division of binary numbers.
B. Binary Addition:
Binary addition is the process of adding two binary numbers together. The addition process in binary is similar to that in decimal, except that in binary, there are only two possible digits (0 and 1). When adding binary numbers, the digits are added column by column, starting from the rightmost column. If the sum of two digits is 0 or 1, it is written as the sum. If the sum is 2, then the 0 is written as the sum digit in that column, and a carry of 1 is taken to the next column.
C. Binary Subtraction:
Binary subtraction is the process of subtracting one binary number from another. Similar to decimal subtraction, binary subtraction involves borrowing. If a digit in the bottom number is larger than the corresponding digit in the top number, a borrow is required from the next column. The borrowed 1 is added to the top number in that column, and the subtraction continues.
D. Binary Multiplication and Binary Division:
Binary multiplication is the process of multiplying two binary numbers together. It follows a similar process to decimal multiplication, where each digit of the second number is multiplied with each digit of the first number and then added together. The result is then placed in the correct position.
Binary division, on the other hand, is the process of dividing one binary number by another. It follows a similar process to decimal division, where the dividend (the number being divided) is divided by the divisor (the number dividing the dividend), and a quotient and remainder are obtained. The process continues until the dividend cannot be divided further.