Strategy: Let's express scientific notation as N 10 n. When adding numbers using scientific notation, we must write each quantity with the same exponent, n. We can then add the N parts of the numbers, keeping the exponent, n, the same. Solution: Write each quantity with the same exponent, n. Lets write 0. We have decreased 10 n by 10 3 , so we must increase N by 10 3. Move the decimal point 3 places to the right. Since we must decrease N by a factor of 10 to express N between 1 and 10 1.
The exponent, n, is increased by 1 from 3 to 2. When dividing numbers using scientific notation, divide the N parts of the numbers in the usual way. To come up with the correct exponent, n, we subtract the exponents. Solution: Make sure that all numbers are expressed in scientific notation. When subtracting numbers using scientific notation, we must write each quantity with the same exponent, n. We can then subtract the N parts of the numbers, keeping the exponent, n, the same.
This means to move the decimal point five places to the left. Since we must increase N by a factor of 10 to express N between 1 and 10 5 , we must decrease 10 n by a factor of The exponent, n, is decreased by 1 from 5 to 4. When multiplying numbers using scientific notation, multiply the N parts of the numbers in the usual way. To come up with the correct exponent, n, we add the exponents.
Solution: Multiply the N parts of the numbers in the usual way. The exponent, n, is increased by 1 from 2 to 3. Solution: 7. Post a Comment. It's going to discuss primarily on the subject of the since mentioned subject in conjunction taking into consideration much more guidance amalgamated to it. We advise you to browse our broad selection of digital autograph album in which distribute from numerous subject as without difficulty as resources presented.
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