The decimal number 241 is converted to binary

Convert decimal integers to binary numbers.

The divide by 2 reverse remainder method is adopted:

Read the remainder of each session from the bottom up.

That's the result of the conversion:

Decimal241 to 8 bitsBinaryNumbers: 11110001.

When converting decimal numbers to binary numbers, the integer and decimal parts of the decimal numbers are converted separately and then merged because of the different conversion methods for integers and decimals.

Computers are in binary:

First of all, the binary counting system uses only two digits. 0 and 1, so any component with two different steady states can be used to represent one of the digits of the number. In fact, there are many components that have two distinct steady states.

For example, imitation jujube, neon lamp.

"on" and "off"; "On" and "Off" of switches; "high" and "low", "positive" and "negative" voltage; "perforated" and "non-perforated" on paper tape; "Signaled" and "No Signal" in the circuit; Magnetic materials.

The South and North Poles and so on and so forth. It's easy to use these disparate states to represent numbers.

Not only that, but more importantly, the two very different states are not only qualitatively different, but also qualitatively different. In this way, the anti-interference ability of the machine can be greatly improved, and the reliability can be improved. It is much more difficult to find a simple and reliable device that can represent more than two states.

Secondly, the four rules of the binary counting system tell the overall situation.

The rules are simple. And the socks let the four operations can be boiled down to addition operations and shifts, in this way, electronic computers.

combinator in .

It's also much easier. Not only that, but the line is simplified, and the speed can be increased. This is also incomparable to the decimal counting system.

(241)d to binary:

Therefore: (241)d = (11110001)b

The d outside the parentheses indicates decimal and b indicates binary.

Use tossing and dividing:

Join the remainders together from back to front to get :

It is the converted binary number.

The conversion of decimal 124 to binary number is 1111100.

Octal241o rpmDecimalThe number is 1288.

1. Convert octal to decimal system.

Method: Add the number by the weight, that is, multiply the number on each bit of the octal by the weight, and then add it to the decimal number.

2. There are two ways to convert decimal to octal with a bridge:

Indirect method: Convert decimal to binary first.

The binary is then converted into octal.

Direct method: As we mentioned earlier, octal is derived from binary, so we can use a similar method to convert the decimal field to binary, or the conversion of the integer part and the conversion of the decimal part

Decimal256 to binary results are 100000000.

A decimal number is converted to a binary number.

It is necessary to divide the integer part and the decimal part into separate conversions, and finally combine them together, and the integer part is used"Divide by 2 and take the remainder and arrange them in reverse order"Law.

Here's how: divide a decimal integer by 2 to get a quotient and remainder.

Removing the quotient with 2 gives a quotient and remainder again, and so on until the quotient is less than 1, taking the remainder obtained first as the lower significant digit of the binary number.

Converting decimal 241 to binary is 11110001, and the conversion method is as follows:

1. First of all, open the calculator on the computer of the win10 system, and then click the icon at the top left of the main panel of the calculator.

2. Then, click Programmer in the pop-up drop-down options to enter.

3. Then, click decimal English decimal decal on the new interface.

4. After that, click 2-4-1 in the following buttons.