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Q: How much is 0.012 degrees in terms of minutes and seconds?
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What is the percentage of 3 divided by 25?

0.12


How do you convert octal to binary number system?

Octal numbers are in the range 0 to 7. Since 111 binary is 7 decimal, every three bits in a binary number can be directly converted to a single octal digit. Thus the 9-bit binary number 101011100 can be split into three groups of three bits, 101 011 100, each of which can be converted to octal, 5 3 4, making the octal representation 5348. If a binary number is not an exact multiple of 3 bits, pad with zeroes until it is. Note that all bases that are a power of 2 are directly related to binary. A single base-4 digit represents two binary digits, while a base-8 digit represents three bits, base-16 every four bits, and so on.


How do you seminar for binary to octal?

It would be a 30 second seminar. All that you need to translate Binary to Octal is take the binary number and group it into 3 bit groups starting with the LSB and assign the groups their equivlant Octal number. Binary = Octal 000 = 0 001 = 1 010 = 2 011 = 3 100 = 4 101 = 5 110 = 6 111 = 7 Example: 10100010111010011100001110110012 1 010 001 011 101 001 110 000 111 011 0012 = 121351607318 ...so 10100010111010011100001110110012 = 121351607318 If you were going to talk about translating between different numbering systems, you could put together a pretty nice seminar. Allowing for questions would be nice. Whatever you end up putting together, you have to stress the importance of Zero (0). It is the most important number in the translating from one numbering system to another, because it is the absolute starting point in all numbering systems. It is also the only common symbol in all numbering systems. Without the symbol for nothing, there would be no common reference point for conversion.


What is octal system of numeration?

The octal (base-8) system of notation uses eight symbols, 0, 1, 2, 3, 4, 5, 6 and 7, rather than the ten symbols we use in decimal. We denote an octal number by prefixing it with "oct:" or by postfixing 8 to differentiate it from decimal notation (formally prefixed with "dec:" or postfixed with 10). In decimal, each position represents an increasing power of 10, with the units position on the right. In octal, each position is an increasing power of 8. Thus 108 is decimal 1x81 which is 810, while 1008 is decimal 1x82, which is 6410. Octal is typically used as shorthand method of denoting binary numbers (base-2) where each octal digit represents a group of 3 binary digits (bits), because 3 bits have 8 different combinations, including 000. Thus: 0002 = 08 0012 = 18 0102 = 28 0112 = 38 1002 = 48 1012 = 58 1102 = 68 1112 = 78 Thus a longer binary number such 11001110 can be split into 3 groups of three (with an implied leading zero): (0)11 001 110 Translating each of these groups into octal we get 3, 1 and 6, which can be combined to form 3168. In decimal this means (3x82) + (1x81) + (6x80) which is 20610. Thus, 110011102 = 3168 = 20610. Hexadecimal, base-16, allows us to do the same thing, except the bits are grouped in groups of 4 rather than 3. This is easier to work with because a byte is 8 bits, thus a byte can be represented in 2 hexadecimal digits (where each digit represent a nybble, or half a byte). The symbols used in hexadecimal are: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E and F. 110011102 is therefore CE16, which means (12x161) + (14x160), which as we already know is 20610. Therefore, 110011102 = 3168 = 20610 = CE16.