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How do scientist use exponents? - Answers

I suspect you mean exponents of 10 Take a large number... 34675. When you move the decimal point to the left you are effectively dividing the number by 10. So what you do is you move the exponent left n places but then multiply the number by 10ⁿ example 34675. = 3.4675×10000 = 3.4675×10^4 Also when you move the decimal point to the right you are multiply by 10 so. since....1/10000 = 1/10^4 = 10^-4 so 0.0234 = 2.34/100 = 2.34 x 10^-2 To learn more to go Wikipedia.org, "The World's Encyclopedia" for their page on scientific notation. In is in the Related Links below this window.



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How do scientist use exponents? - Answers

https://math.answers.com/math-and-arithmetic/How_do_scientist_use_exponents

I suspect you mean exponents of 10 Take a large number... 34675. When you move the decimal point to the left you are effectively dividing the number by 10. So what you do is you move the exponent left n places but then multiply the number by 10ⁿ example 34675. = 3.4675×10000 = 3.4675×10^4 Also when you move the decimal point to the right you are multiply by 10 so. since....1/10000 = 1/10^4 = 10^-4 so 0.0234 = 2.34/100 = 2.34 x 10^-2 To learn more to go Wikipedia.org, "The World's Encyclopedia" for their page on scientific notation. In is in the Related Links below this window.



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https://math.answers.com/math-and-arithmetic/How_do_scientist_use_exponents

How do scientist use exponents? - Answers

I suspect you mean exponents of 10 Take a large number... 34675. When you move the decimal point to the left you are effectively dividing the number by 10. So what you do is you move the exponent left n places but then multiply the number by 10ⁿ example 34675. = 3.4675×10000 = 3.4675×10^4 Also when you move the decimal point to the right you are multiply by 10 so. since....1/10000 = 1/10^4 = 10^-4 so 0.0234 = 2.34/100 = 2.34 x 10^-2 To learn more to go Wikipedia.org, "The World's Encyclopedia" for their page on scientific notation. In is in the Related Links below this window.

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      I suspect you mean exponents of 10 Take a large number... 34675. When you move the decimal point to the left you are effectively dividing the number by 10. So what you do is you move the exponent left n places but then multiply the number by 10ⁿ example 34675. = 3.4675×10000 = 3.4675×10^4 Also when you move the decimal point to the right you are multiply by 10 so. since....1/10000 = 1/10^4 = 10^-4 so 0.0234 = 2.34/100 = 2.34 x 10^-2 To learn more to go Wikipedia.org, "The World's Encyclopedia" for their page on scientific notation. In is in the Related Links below this window.

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