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8.398 times 10-6 in standard notation = 0.000008398

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Q: How do you write 8.398 time 10-6 in standard notation?
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How do you write 240000 in Scientific Notation?

in standard form? 2.4*10^5 stick the decimal point between the 2 and the four: the first two digits, then how many places would you have to move the decimal to get back to the original number? this is equal the a multiple of ten each time, so we say, in this case, you would have to move the decimal 5 places to the right, so its *10^5 where ^ indicates that its a raised to the power sign, and * indicates we multiply. For example x squared is x^2 in this notation, and the only reason I'm having to use it, is because there is no way for my keyboard to write common maths easily. Using ^ and * in this answer is not part of the standard form notation, and you would just write it out normally: 2.4 times 10 to the power of 5. This notation is called standard index form.

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Why is noble gas notation used to write electron configurations?

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All about information about scientific notation in chemistry?

Most of the time, chemists deal with extremely large or extremely small numbers. They use scientific notation to conveniently write these numbers in decimal form.

How do you write numbers in standard notation?

A standard number is a "regular number" such as 5978 or 154278963152.Standard Form: 123Expanded Form: 100 + 20 + 3Written Form: one hundred twenty-threeTips:Furthermore, if you have a hard time remembering this, think of it as this way:The standard form is normal. Standard means the original number.The expanded form means the largest way. Expand means to make something big.The written form is writing the number down in words. Written reminds me of language arts. So convert the "math number" into a "language art number".

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The only time it would be 'necessary' would be because someone asked you to. But the practicality of scientific notation is that it is sometimes a quicker way to write numbers. E.g. It is easier to write 10 000 000 as 1.0 x 107.

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