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You move the decimal place by as many positions as the number in the exponent.Examples (using "^" for powers):

* To multiply by 10^5, you move the decimal point 5 positions to the right.

* To multiply by 10^(-6), you move the decimal point 6 positions to the left.

* To divide by 10^6 is the same as to multiply by the reciprocal - by 10^(-6). See the previous example.

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Q: What is similar when you multiply decimals and divided decimals by powers of ten?

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move the decimal point how much zeros that is in the number multiply to the Right, divide to the Left 18.75 X 100= 1875 !8.75/100= 0.1875

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It is using the scientific notation.

Decimals are easy to compare, add, subtract, multiply, and divide, because they already have a common denominator. You can tell at a glance which is bigger than which. +++ Further the SI, or metric-based, units are based on decimals and powers of 10, so any vulgar fractions in using them arise only when writing real values in a formula.

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