"G" usually refers to the term "Giga". In decimal, one giga-something is 1000 mega-somethings, a mega is 1000 kilos, and a kilo is a thousand units. So a Giga-something would be a billion of the original somethings (or a thousand-million if you're European).
The trick here is that if you're talking in computer terms, then we wouldn't use the number 1000, but 1024. This is because 1024 is a power of 2 (two to the power of ten). In that case, a "giga" is 1024 "megas", which is 1024 "kilos", which in turn is 1024 single units.
So a Gig in normal decimal would be 109
In Binary, it would be 230
The power is -12 or a trillionth.
10-2
The abbreviation "pico" represents the decimal power of 10 to the power of -12, or 10^-12. This means that one picometer (pm) is equal to 10^-12 meters. The prefix "pico" is derived from the Spanish word "pico," which means small or peak, indicating a very small value in the metric system.
atomic mass
The binary number 10000000 represents the decimal 128
The power is -12 or a trillionth.
It is the power of negative 6.
A proper fraction in which the denominator is a power of 10.
10-2
10^6
It depends on the precise definition of d.
Some common tools used to represent decimal values include: Decimal notation: This is the most common and widely used way to represent decimal values, using a decimal point followed by digits from 0-9. Fraction notation: Decimal values can also be represented as fractions, where the numerator is the decimal value and the denominator is a power of 10. Scientific notation: Decimal values can be represented in scientific notation, where a number between 1 and 10 is multiplied by a power of 10. This is particularly useful for very large or very small decimal values.
I think Zeuse represented power.
They may be ellipsis which represent repeating digits.
g = 0.001kg
As we look at 1.98381100 here, we see it has only one digit to the left of the decimal. That is the basis for scientific notation. That and representing the shifting of the decimal point to get a character string with that one digit to the left of the decimal. When we shift the decimal to write a number in scientific notation, we use a power of ten to designate the decimal shift needed to get that character string with the single digit to the left of the decimal. Here we don't need a decimal shift, so we don't need a power of ten. If we were going to write it with a power of ten, it would look like this: 1.98381100 x 100 In this expression, we see 100 in there, and we know any number to the zero power is one. As 100 equals one, why do we need to write it? The answer is that we don't. The number you wished to represent in scientific notation is already that way. The power of ten is only needed if there anything but one digit left of the decimal place in the number under consideration.
178411dd67