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S90Mathematics Success Grade 8LESSON 8: Scientific Notation and Powers of TenWarmUp Directions: Simplify the following expressions using the laws of exponents. 1. 282 212 104 9 4 2. (9 9259) 3. (73
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How to fill out multiplying in scientific notation

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Write out the two numbers in scientific notation.
02
Multiply the two numbers together as if they were normal numbers.
03
Add the exponents of the two numbers together to get the exponent of the product.
04
If necessary, convert the answer back into scientific notation.

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Students studying math or science subjects where very large or small numbers are common.
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Scientists and researchers who deal with data from experiments or observations involving large or small quantities.
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Engineers and technicians working on projects that require precise calculations with very large or very small measurements.
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Multiplying in scientific notation is a method of multiplying numbers that are written in scientific notation, which involves multiplying the coefficients and adding the exponents.
Anyone who needs to multiply numbers in scientific notation or perform calculations involving very large or very small numbers may need to use multiplying in scientific notation.
To fill out multiplying in scientific notation, you need to first multiply the coefficients of the numbers and then add the exponents to get the final result in scientific notation format.
The purpose of multiplying in scientific notation is to simplify calculations involving very large or very small numbers by representing them in a more concise and manageable form.
The information reported on multiplying in scientific notation includes the original numbers being multiplied, the resulting product in scientific notation, and the steps taken to arrive at the solution.
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