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∙ 11y agoThe octal equivalent of the decimal number 321 is 501.
Octal (base 8) uses the digits 0 - 7.
.05 In terms of the dollar.
The Octal number system is a numeral system based on the number 8 (as opposed to 10). Interestingly, the cultures that have adopted this system count using the spaces between their fingers instead of the individual fingers themselves.
That may refer to numbers in base 8 - also called octal numbers.That may refer to numbers in base 8 - also called octal numbers.That may refer to numbers in base 8 - also called octal numbers.That may refer to numbers in base 8 - also called octal numbers.
24 octal is 8 * 2 + 4 is 20 decimal
The octal equivalent of the decimal number 321 is 501.
Invalid octal number.* * * * *No, it is not an invalid octal.13.54, in decimal form is 1*81+ 3*80+ 5*8-1+ 4*8-2 = 8+35/8+4/64= 14.687510.In binary, that is 1110.1011
1253 octal = (1 x 512) + (2 x 64) + (5 x 8) + (3 x 1) = 683
That can't be an octal number; it has an 8 in it.
166 in decimal
yes its octal form is (101)to the base 8.
void Decimal_to_Octal(){int n,r[10],i;coutn;cout
yes its octal form is (101)to the base 8.
There are four main number systems in the world: the binary system, the octal system, the decimal system and the hexadecimal system. Since this article deals with 'octal to decimal: how to convert', we will discuss these two systems first before we proceed to the octal number system conversion to decimal.Decimal and Octal Number SystemEveryone knows the decimal number system. It is the main number system we use today, and has 10 discrete digits from 0 to 9. The octal system on the other hand has only 8 digits (hence the name octal). The numbers in an octal system are only from 0-7. That means, there is no 8 and 9 in a normal octal system.Now, while the decimal system is the most commonly used number system for most of the counting that we have to do, where is the octal system used? The octal system is used mainly in computer programming languages. There is a relationship between the octal and the binary system, which makes it very useful while programming computers. It is also often used in place of the hexadecimal system (16 digits), as it has fewer digits.Octal to Decimal: How to ConvertOctal to decimal conversion is one of the most commonly taught problem solving exercises in computer basics. So is there an octal to decimal formula? Yes, an octal number can be converted to a decimal number using the following formula:Decimal Form = Ʃ(ai x 8i)In this formula, 'a' is the individual digit being converted, while 'i' is the number of the digit counting from the right-most digit in the number, the right-most digit starting with 0.For example:Convert (765)8 into decimal:(765)8 = (7 x 82) + (6 x 81) + (5 x 80)= (7 x 64) + (6 x 8) + (5 x 1)= 448 + 48 + 5= 501Hence (765)8 = (501)10We'll take one more example with a four digit number:Convert (1336)8 to decimal:(1336)8 = (1 x 83) + (3 x 82) + (3 x 81) + (6 x 80)= (1 x 512) + (3 x 64) + (3 x 8) + (6 x 1)= 512 + 192 + 24 + 6= 734Thus (1336)8 = (734)10To convert an octal number to decimal, write out the number to be converted, placing each digitunder the proper positionExample:Next, multiply the decimal equivalent by the corresponding digit of the octal number; then, add thiscolumn of figures for the final solution:Solution: 7438 is equal to 4831Now follow the conversion of 265258 to decimal:Solution: 11,60510 is the decimal equivalent of 26,5258To convert a fraction or a mixed number, simply use the same procedure
One method: Take the decimal number, divide by 8. The remainder of the division will be the least significant (rightmost) digit of the octal number. Take the quotient from the previous step, divide it by 8. The remainder will be the next digit of the octal number (going right to left). Repeat until the quotient is 0. Example: Convert 300 to octal. 300/8 = 37 Remainder 4. 37/8 = 4 remainder 5. 4/8 = 0 remainder 4. So the octal number is 454. You can test this by calculating: 4 * 8^2 + 5 * 8^1 + 4 * 8^0 = 4*64 + 5*8 + 4 = 256 + 40 + 4 = 300.
In decimal numbers each digit to the left of the decimal point represents the number of lots of 10^0 (units), 10^1 (tens), 10^2 (hundreds), and so on. To the right they are lots of 10^-1 (tenths), 10^-2 (hundredths) and so on. The pattern is the same with octal numbers except that the 10 are replaced by 8.So, starting with the "octal point", which would be equivalent to a decimal point, the digit immediately to the left represents the number of 8^0 (=1). The digit to the left of that represents the number of lots of 8^1 (=8). To the left of that is the number of 8^2 (=64) and so on. To the right of the point it is the number of 8^-1 (=1/8), then 8^-2 (=1/64) and so on.So for example, Octal(3647.2) = 3*8^3 + 6*8^2 + 4*8^1 + 7*8^0 + 2*8^-1 in decimal= 3*512 + 6*64 + 4*8 + 7*1 + 2*1/8= 1536 + 384 + 48 + 7 + 0.25 = 1959.25