Becuase the fat and stupid
It's NOT
You're aware that some computers have 32-bit words. Some of them, in contrast, have 60-bit words. It's difficult for human beings to read binary numbers. However, 3 divides 60 equally; therefore, a 60-bit word is capable of storing 20 3-bit octal numbers which, with practice, are not too hard to read.
In theory, yes.In practice, you would have to change the mechanism from its decimal design to the octal or binary design.
No, the Romans used used numerals while we use numbers based on the Arabic system.
Octal monthly typically refers to a system of measuring time or scheduling based on an octal (base-8) numeral system, where each month is divided into eight periods or segments. This concept is not commonly used in standard calendars, which follow a decimal (base-10) system. Instead, it may be applied in specific contexts like programming or theoretical discussions about alternative timekeeping systems. The idea is to explore how time could be organized differently, though it lacks practical widespread application.
Octal (base 8) uses the digits 0 - 7.
Memory dump which are in binary numbers would have many numbers of 0s and 1s. working with these numbers would be very difficult. Hence two number system hexadecimal and octal number system is used because these numbers are inter convertible with binary numbers by the concept of bits.
the highest digit used in octal is 7 so 29 ain't octal.
It is possible to have numbers in ANY base. Binary, octal and hexadecimal are used extensively in computers. Furthermore, the base can be any positive number - it does not even need to be rational.
CPCD was adopted by companies with analog systems to make them more competitive with digital systems
In advanced calculations.Answer:Imaginary numbers are used extensively in the development of electronic systems, control systems and physics.
Imaging systems are used for recording pictures on film or in computer format. They can be used to record documents, medical images or other digital images.
It's NOT
false
When dealing with large quantity of binary numbers of many bits, it is easy and more efficient for us to write the numbers in octal form. This system is used to express large numbers as used in computers e.g. 16 bits or 32 bits used to express data, memory address, instruction code, processor status etc. Moreover, octal multiplication and division are more easy than the hexadecimal number system. As they are complex because they make use of alphabets 'A' to 'F' after 0 to 9. -
Number systems used mainly in encoding, cryptography, digital computing.
You're aware that some computers have 32-bit words. Some of them, in contrast, have 60-bit words. It's difficult for human beings to read binary numbers. However, 3 divides 60 equally; therefore, a 60-bit word is capable of storing 20 3-bit octal numbers which, with practice, are not too hard to read.