The computer converts every number into a binary number. The numbers we use are given in base 10. Every 10 is equal to 1, 1 is ten, every ten is one hundred and second. In Binary mode, you go to all 2 numbers unit. So 2 persons 1 is equal to 2, 2 times 1 is 4 and so forth. For example, in the number 9 binary, 1001: 1 one, 0, two, four and 1 eight. 1 + 8 = 9 computers do this because the circuit is easy to design and has a value of 1 or 0 compared to 10 different values of the circuit.
The computer has basic math functions such as extra and subtraction programs. Binary is very easy to add. If you have 2 numbers with 2 values, 0 store and move 1. Otherwise, you'll capture more than two numbers in this slot. For example, if you add 5 + 4, you will get: 0101 + 0100. In the first slot, you have 1 + 0, so you save a large number. 1. You have 0 in the second slot, so 0 save (because both numbers are equal) in the third slot you have two 1, 0 and 1). They end up with a number of 1001 or 9.
Computers use a long multiplication, but binary. When a computer goes to 1 to 1 time, 1 is returned. Compared to base 10, this is a very simple system, however more steps are needed. For example, problem 8 in the original 10 * 9 is a common problem in a step where there is no long term. Every number in the binary file is 4-digit and 7-digit solution! Get your High school gpa with this GPA Calculator.
Subtraction occurs in two stages. Rather than reducing the number, the binary computer adds appreciation, a number where the stem is zero, and if the original is zero, For example, when 4 in binary is 0100, negative 4 is 1011. So, for 7 - 4, we get 0111 + 1011 = 10010. The number on the left has been moved to the right, give 0011 = 3.