Q: What is largest binary number that can be express with 14 bits?

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What is the decimal equivalent of the largest binary integer that can be obtained with (a) 11 bits and (b) 25 bits?

31 - it's binary equivalent is 11111

255 as a decimal number (also known as a base 10 number) = 11111111 in binary (also known as a base 2 number). In binary, each digit is known as a bit, and 8 bits are known as 1 byte. 255 is the largest (positive) number you can make in binary using only 8 bits (1 byte).

255

The largest number of bits a CPU can process is word size. A CPU's Word Size is the largest number of bits the CPU can process in one operation.

Related questions

the largest binary number is 1.84467440737e19. to figure this out you put 2 to the exponent of the certain amount of bits. Eg: 2^64 equals the binary number

To achieve the answer to what the decimal equivalent of the largest binary number with five places (or bits) is, work this equation: The formula is 2_ -1 where n is the number of bits. That will get you where you need to be.

The largest number is 11111111111111 which is 215 - 1. In decimal, that is 32767.

The largest binary number is 1 1 1 1 1 1 1 1 1 1 . It is equivalent to the decimal number 1,023 .

Four bits are required to write '12' as a binary number.(12)10 = ( 1 1 0 0 )2

What is the decimal equivalent of the largest binary integer that can be obtained with (a) 11 bits and (b) 25 bits?

31 - it's binary equivalent is 11111

A nibble is 4 bits, so the largest unsigned number is 1111, or 15. Also, the largest signed number is 0111, or 7.

11b which is 1*2 + 1*1 = 3 would be for two bits. But a byte is 8 bits, so 2 bytes is 16 bits. The largest binary number is [2^16 - 1], which is 65535 (base ten)

255 as a decimal number (also known as a base 10 number) = 11111111 in binary (also known as a base 2 number). In binary, each digit is known as a bit, and 8 bits are known as 1 byte. 255 is the largest (positive) number you can make in binary using only 8 bits (1 byte).

Assuming you interpret the bits as an unsigned number, that would be 1111111111 in binary, or 1023 (210 - 1) in decimal.

It is Bin(1111111111111111) = Dec(65535).