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1 x 10^3
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How big is one kilo in scientific notation?
One kilo can be expressed in scientific notation as 10^3.
What is the scientific notation of Kilo?
The SI unit of mass is the kilogram, kg.
Why do you have scientific notation?
Scientific notation makes it easier to express numbers of extremely small or large magnitude. For example, we could either say that something is .00000000068 meters long, or simply use scientific notation to write it as 6.8 x 10-10 meters. There is also an "engineering" notation which is similar to scientific notation, but all exponents are multiples of 3. This is so we can introduce prefixes such as nano, micro, kilo, giga, etc. The number 573000 would be written as 5.73 x 105 in scientific notation, and 573 x 103 in engineering notation.
What is 5 using scientific notation?
Just "5." Scientific notation usually moves to the nearest three decimal places eg. 1,238.5 = 1.2385 *10^3 or 1.2385 Kilo. So if you have to move 5 it would equal 5,000 * 10^-3 or 0.005 * 10^3 but one wouldn't usually write that.
How do you write numbers in scientific and engineering notation?
Scientific notation is normally used for numbers that are either far to large or far to small to be written conveniently in decimal notation.A,BFor example the Earth's mass is approximately: 5,973,600,000,000,000,000,000,000.0 kgIn scientific notation this would be written as:5.9736 x 1024 kg.In normalised scientific notation numbers are written in the form:A,Ba x 10nWhere:a is a number between 1 and 10n is a positive or negative whole number.In engineering notation, the n value is commonly in the form of multiples of 3. In this way the number will always explicitly match the corresponding SI prefixes.BFor example a distance of 50,000 m would be written as:Scientific Notation: 5 x 104 mEngineering notation: 50 x 103 mIn this example 103 corresponds to the SI prefix "kilo"C as such the engineering notation could be directly described verbally as "fifty kilometres" whereas scientific notation yields the much more unwieldy "five times ten to the power four metres" which is much less intuitively easy to understand, even though it is exactly the same distance.Guidance on converting to and from scientific notation is given in the related links. Specifically References A and B.References:A Scientific notation - Engineering Maths Help from the 'mathcentre' Academic Website.B Scientific notation: Wikipedia Entry.C List of SI prefixes: Wikipedia Entry.Please see related links.
How do wrtie the scientific notation equation for kilo?
1 x 10^3
How big is one kilo in scientific notation?
One kilo can be expressed in scientific notation as 10^3.
What is the scientific notation of Kilo?
The SI unit of mass is the kilogram, kg.
Why do you have scientific notation?
Scientific notation makes it easier to express numbers of extremely small or large magnitude. For example, we could either say that something is .00000000068 meters long, or simply use scientific notation to write it as 6.8 x 10-10 meters. There is also an "engineering" notation which is similar to scientific notation, but all exponents are multiples of 3. This is so we can introduce prefixes such as nano, micro, kilo, giga, etc. The number 573000 would be written as 5.73 x 105 in scientific notation, and 573 x 103 in engineering notation.
What is 5 using scientific notation?
Just "5." Scientific notation usually moves to the nearest three decimal places eg. 1,238.5 = 1.2385 *10^3 or 1.2385 Kilo. So if you have to move 5 it would equal 5,000 * 10^-3 or 0.005 * 10^3 but one wouldn't usually write that.
How many millimeters are in fifty-five kilo meters?
Well there are 1000 milimeters in a meter and there are 1000 meters in a kilometer. Lets convert the 55 kilometers into meters first. We get 55 (kilo) x 1000 (meters per kilo) = 55000 kilometers Now we can convert the meters into milimeters. 55000 (meters) x 1000 (milimeters per meter) = 55000000 milimeters We can write this using "scientific notation" as 5.5 x 10^7
How do you write numbers in scientific and engineering notation?
Scientific notation is normally used for numbers that are either far to large or far to small to be written conveniently in decimal notation.A,BFor example the Earth's mass is approximately: 5,973,600,000,000,000,000,000,000.0 kgIn scientific notation this would be written as:5.9736 x 1024 kg.In normalised scientific notation numbers are written in the form:A,Ba x 10nWhere:a is a number between 1 and 10n is a positive or negative whole number.In engineering notation, the n value is commonly in the form of multiples of 3. In this way the number will always explicitly match the corresponding SI prefixes.BFor example a distance of 50,000 m would be written as:Scientific Notation: 5 x 104 mEngineering notation: 50 x 103 mIn this example 103 corresponds to the SI prefix "kilo"C as such the engineering notation could be directly described verbally as "fifty kilometres" whereas scientific notation yields the much more unwieldy "five times ten to the power four metres" which is much less intuitively easy to understand, even though it is exactly the same distance.Guidance on converting to and from scientific notation is given in the related links. Specifically References A and B.References:A Scientific notation - Engineering Maths Help from the 'mathcentre' Academic Website.B Scientific notation: Wikipedia Entry.C List of SI prefixes: Wikipedia Entry.Please see related links.
What is the scientific notation for 23 kilograms in grams?
23 kg in Scientific Notation = 2.3 x 10^1 kgThe kilo- prefix means ``x 10^3''→ 23 kg = 2.3 x 10^1 x 10^3 g = 2.3 x 10^4 g
How do write an abrreviation for kilo?
It is Kg.
How do you write a kilo?
1 kg
What is scientific and engineering notation?
Scientific notation is normally used for numbers that are either far to large or far to small to be written conveniently in decimal notation.A,BFor example the Earth's mass is approximately: 5,973,600,000,000,000,000,000,000.0 kgIn scientific notation this would be written as:5.9736 x 1024 kg.In normalised scientific notation numbers are written in the form:A,Ba x 10nWhere:a is a number between 1 and 10n is a positive or negative whole number.In engineering notation, the n value is commonly in the form of multiples of 3. In this way the number will always explicitly match the corresponding SI prefixes.BFor example a distance of 50,000 m would be written as:Scientific Notation: 5 x 104 mEngineering notation: 50 x 103 mIn this example 103 corresponds to the SI prefix "kilo"C as such the engineering notation could be directly described verbally as "fifty kilometres" whereas scientific notation yields the much more unwieldy "five times ten to the power four metres" which is much less intuitively easy to understand, even though it is exactly the same distance.Guidance on converting to and from scientific notation is given in the related links. Specifically References A and B.References:A Scientific notation - Engineering Maths Help from the 'mathcentre' Academic Website.B Scientific notation: Wikipedia Entry.C List of SI prefixes: Wikipedia Entry.Please see related links.
Who uses engineering notation?
Engineering notation is similar to scientific notation, with the constraint that the power of ten must be a multiple of 3 (or -3) or zero. Example: 1. x 102 = 100. x 100 The advantage of engineering notation, is that moving between different metric prefixes (such as kilo-, mega-, giga-, milli-, micro-, nano-) is easier, because they change by a factor of 103. So in the example above with 1. x 102, if the units were megawatts, and you wanted to see how many kilowatts that was, it is easier with Engineering Notation than scientific. 100. x 100 megawatts = 100. x 103 kilowatts
