60,000,000

how to express number in proper scientific notation

how to express number in proper scientific notation

60,000,000

how to express number in proper scientific notation

how to express number in proper scientific notation

A number is written in scientific notation when it is in the form

a*10^{b}.

It is "normalized" when |a| ≤ 1. You would probably call this "proper" scientific notation.

__Examples__

100 = 1*10^{2}

-10 = -1*10^{1}

1 = 1

.1 = 1*10^{-1}

6,543,210 = 6.54321*10^{6}

If trailing zeros are significant, they should be included in the number. Example: 6.02300*10^{23}.

When superscripts are not available, the multiplier can be shown using the exponentiation operator (^).__Example__: 6.023*10^{23} = 6.023*10^23.

For some computer uses, the multiplier base and exponentiation operator are represented using an "e". This is not recommended for general writing.__Example__: 6.023e23

a*10

It is "normalized" when |a| ≤ 1. You would probably call this "proper" scientific notation.

100 = 1*10

-10 = -1*10

1 = 1

.1 = 1*10

6,543,210 = 6.54321*10

If trailing zeros are significant, they should be included in the number. Example: 6.02300*10

When superscripts are not available, the multiplier can be shown using the exponentiation operator (^).

For some computer uses, the multiplier base and exponentiation operator are represented using an "e". This is not recommended for general writing.

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