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Exponents (Scientific Notation) 1. Write 1,200,000 in exponential form (i.e., in scientific notation).2. Write 0.000054 in exponential form.3. Calculate the expressions below. a.(6.40 10 1) + (1.1
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How to fill out exponents scientific notation:

01
Start with a number that is greater than or equal to 1 and less than 10. This number will be the base of your scientific notation.
02
Determine the power, or exponent, that represents how many decimal places the decimal point needs to move to the right to make the number between 1 and 10. For example, if the original number is 375, the decimal point needs to move 2 places to the right, so the power would be 2.
03
Write the base number, followed by the letter "x", and then the exponent. For example, if the base number is 3.75 and the exponent is 2, the scientific notation would be 3.75 x 10^2.

Who needs exponents scientific notation:

01
Scientists and researchers often use scientific notation to represent very large or very small numbers more conveniently. It helps them work with numbers that are too large or too small to handle easily.
02
Engineers and mathematicians also find scientific notation useful when working with equations that involve large or small numbers. It allows for easier calculations and more efficient problem-solving.
03
Students studying advanced math and science subjects may need to learn how to use scientific notation as it is a common notation used in these fields. It helps them understand and manipulate numbers in a more concise and manageable way.
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Scientific notation is a way of expressing very large or very small numbers, with the number written as the product of a coefficient and 10 raised to a power.
Scientists, mathematicians, engineers, and anyone working with very large or very small numbers may need to use scientific notation.
To fill out exponents scientific notation, you write the coefficient followed by 'x 10^' and then the power to which 10 is raised.
The purpose of using scientific notation is to simplify the representation of very large or very small numbers and make calculations easier.
The coefficient and the power to which 10 is raised must be reported in scientific notation.
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