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standard decimal normalized scientfic

2 2x^0

300 3x10^2

4,321768 4.321768x10^3

-53,000 -5.3x10

6,720,000,000 6.72x10^9

~gininins

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Q: What is an example of decimal notation?

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If the number in sci. notation has a positive exponent, move the decimal to the right the same number of spaces as the exponent's number. For example: 5.78 x 103 = 5780 If the exponent is negative, move the decimal to the left the same number of spaces as the exponent's number. For example: 2.945 x 10-5 = 0.00002945

13/25 decimal notation

what is 10.87 quadrillion in decimal notation

9.21x103 in ordinary decimal notation = 9,210

536 thousandths in decimal notation is 0.536

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It means that a number expressed as a decimal notation isn't being expressed as a fractional notation. 0,25 and 1/4. ( Both represent the same) (It's easier to work on fractional notation although the results are the same.) 5/165 = 0,0303030303030303030303030303030..................... In this example the decimal notation has an infinite length, but you can cut the unnecessary decimal figures= 0,030

3.88 is decimal notation.

The number IS in decimal notation!

decimal notation of 3.159 = 3.159

42.4 as decimal notation = 42.4

decimal notation of 335 = 335.0

0.05 is already in decimal notation.

300 is already in decimal notation.

It is already in decimal notation as 4.8

You will have a negative decimal. For example, -754 in scientific notation is -7.54*10^2.

how to write 242 over 100 in decimal notation

decimal notation of 960000 = 900000 + 60000