What should 737F in 16 be converted to 2 base?

Every four-digit binary number represents a 1-digit hexadecimal number.

737f16 base 2.

f 1111

The combination is 0111001101111111 after omitting the first 0 is the 111001101111111

First, the number is decomposed into 7 3 7 f, and f is equivalent to 15 in hexadecimal, then the decomposition is regarded as 7 3 7 15, and the four numbers are converted into four-digit binary 0111 0011 0111 1111** After the change, less than four digits are added in front of 0), and the final answer is 111001101111111 (the first 0 is ignored).

To convert hexadecimal to binary, you need to convert each hexadecimal mock digit to the corresponding 4-digit binary number. Here are the steps to convert::

Convert the integer part 7f to binary:

7f = 0111 1111

Convert the decimal part b65 to binary:

b = 1011

Because the decimal point is not fixed in hexadecimal, it is possible to convert the decimal part to binary and insert the decimal point into the correct position to get a complete binary representation. In this example, the decimal point should be inserted between b and 6, so the binary number is Jing Daqin:

b65 = 1011 0110 0101

Combine the binary brightness of the integer and decimal parts together to get a complete binary representation:

Therefore, the conversion of hexadecimal numbers to binary numbers is: 0111 1111 1011 0110 0101。

Converting the decimal number 64 to the hexadecimal number is 40.

For the integer part, divide by 16 repeatedly with the dividend, except for the first time, take the integer part of the previous quotient as the dividend every time you divide by 16 and write down the remainder of each time in turn. In addition, the last remainder of the obtained quotient is the highest digit of the binary number sought.

Summary. Dear, the answer is that 248 is calculated as follows: 8x1 + 16x15 = 248 hexadecimal number (f8) 16 to decimal number is.

Pro, the answer is 248 The calculation process is: 8x1 + 16x15 = 248 decimal number (38) 10 to binary number as.

It's 10011

Kiss, it's this. I forgot to write <> the first 0

That's 100110

Decimal number (38) 10 to binary number 100110 to hexadecimal number is.

The hexadecimal number 78 to binary number is 1111000

Since the maximum value of the number represented by each four digits corresponds to 15 in the hexadecimal system, that is, the maximum value on each digit of the hexadecimal system, we can derive a simple conversion method to convert each bit on the hexadecimal system to the four bits on the binary.

Therefore, the conversion of hexadecimal number 78 to binary number is to combine the binary number corresponding to 7 and the binary number corresponding to 8, the hexadecimal number 7 corresponds to the binary number 0111, and the hexadecimal number 8 corresponds to the binary number is 1000, so the final hexadecimal number 78 is converted into a binary number is 1111000.

The hexadecimal number 78 to the octal number is 170

Hexadecimal cannot be directly converted to octal numbers, as above, we first convert hexadecimal numbers to binary numbers 1111000, and then convert binary to octals.

When converting binary numbers into octal representations, each three-digit binary bit should be grouped, and the position of the decimal point should be divided from left to right, if the multiples of the integer part are not multiples of 3, you can add a number of zeros before the highest digit; For decimal parts, when the number of digits is not a multiple, a number of zeros are added after the lowest digit. Then write out the octal code of each group from left to right in turn, and the conversion result is obtained.

So in this question, the binary number 1111000 can be divided into 001,111,000, and its corresponding octal number is 170.

The hexadecimal number 78 is converted to a decimal number and is 120

The weight of the 0th digit of a hexadecimal number is 16 to the power of 0, the weight of the 1st digit is to the 1st power of 16, and the weight of the 2nd digit is to the 2nd power of 16......

So, in the nth (n starts at 0) bit, if it is the number x (x is greater than or equal to 0 and x is less than or equal to 15, i.e., f) represents the size x * 16 to the nth power.

So, the hexadecimal number 78 = 7 * 16 + 8 * 16 0 = 112 = 8 = 120

Summary. Hello, convert hexadecimal ( to binary number The solution is as follows: First, convert every bit of the hexadecimal number to a four-digit binary number:

7 = 0111b = 1011.=8 = 1000 Therefore, it is equal to 0111 1011\ 1000_2。

Note: Each digit in the hexadecimal number can be obtained by multiplying the weight of the bit by the number of the bit, and the weight is multiplied from right to left each time to the power of 16. For example, 7b is calculated as:

7 \times 16^1 + 11 \times 16^0 = 123_。<

How much. I can't open it.

Can you type. Hello, convert the hexadecimal game ( to binary number The solution is as follows: First, convert each bit of the hexadecimal number to a four-digit binary number:

7 = 0111b = 1011.=8 = 1000 Therefore, it is equal to 0111 1011\ 1000_2。

Note: Each digit in the hexadecimal number can be obtained by multiplying the weight of the bit by the number of the place, and the weight is incremented from right to left each time by the power of 16. For example, 7b is calculated as follows:

7 \times 16^1 + 11 \times 16^0 = 123_。<

The hexadecimal macro book and the binary 1-bit vs. 4-bit correspond to each other.

a，1010

b，1011

c，1100

d，1101

e, He Jueda 1110

f，1111

According to the table of Zen erection, it is available.

6f=0110 1111

Summary. Hello, how to convert to binary, decimal, hexadecimal: conversion between binary, octal, decimal, hexadecimal:

The base system is also the base system, and the commonly used base systems include: binary, octal, decimal and hexadecimal, the difference between them is that the number is operated in every number of decimal digits. For example, binary is every 2 to one place, and the decimal system is our commonly used 0-9 is every 10 to one place.

The specific usages are not explained today, but mainly discussed with the conversion between them. The decimal to binary method is: decimal number divided by 2 to take the remainder, that is, the decimal number is divided by 2, the remainder is the number on the weight, and the obtained quotient continues to divide by 2, and continues to operate down until the quotient is 0.

The binary to decimal method is: the binary number is weighted and added to get the decimal number.

Hello, how to convert to binary, decimal, hexadecimal: conversion between binary, octal, decimal, hexadecimal: the base is also the base bit, and the commonly used base includes:

Binary, octal, decimal and hexadecimal, the difference between them is that the number is calculated by a few socks into one bit. For example, binary is every 2 to one place, and the decimal system is our commonly used 0-9 is every 10 to one place. The specific usage today is not explained by the key, but mainly discussed for the conversion between the manuscripts.

The decimal to binary method is: decimal number divided by 2 to take the remainder, that is, the decimal number is divided by 2, the remainder is the number on the weight, and the obtained quotient continues to divide by 2, and continues to operate down until the quotient is 0. The binary to decimal method is:

Weighting and adding binary numbers to get decimal numbers.

Filial piety (Note, 3-digit binary to octal conversion is from right to left, and 0 is added when it is insufficient). The method is: the octal number is divided by 2 and the remainder method is obtained to obtain the binary number, and each octal is 3 binary slags, and the leftmost zero is added when it is insufficient.

The binary to hexadecimal method is similar to the binary to octal method, where octal is to take the triad family one, and hexadecimal is to take the four-in-one. (Note that the conversion of 4-bit binary to hexadecimal is from right to left, and 0 is added when it is insufficient).

Summary. Kiss, converted into a 16-bit binary number, the answer is 1111 zero 1111 zero 100 to 10. The first way to convert a hexadecimal number to a binary number is to convert the hexadecimal number of each bit into the corresponding 4-digit binary number, and the second method is to convert each number of the hexadecimal number to decimal first, and then convert it to binary through the decimal system, and finally arrange the resulting four-digit binary number in order<>

Convert the hexadecimal number f7a6 to a 16-bit binary number, which should be ().

The answer to the 16-digit binary number is 1111 zero 1111 zero 100 and 10. The method of converting hexadecimal numbers to binary numbers is to convert the hexadecimal number of each bit into the corresponding 4-digit binary number, and the second method is to convert each number of the hexadecimal system to decimal first, and then convert it into binary through the decimal system, and finally arrange the resulting four-digit binary number in order<>

Affinity, Expansion: Hexadecimal, is a hail of data in a computer. It's not the same as the representation in our daily lives.

It consists of 0-9, a-f, and the letters are not case-sensitive. The correspondence with decimal is: 0-9 corresponds to 0-9; a-f corresponds to 10-15; Numbers in base can be represented by numbers from 0 n-1, and numbers above 9 with the letters a-f.

The hexadecimal system still uses position notation, and the bit weight is a power of 16 oh <>