Write the answer in proper scientific notation: (3)/(2x10^(6))

Identify Coefficient and Exponent: Identify the coefficient and the exponent in the given fraction. The fraction (3)/(2x10^(6)) already has a form similar to scientific notation, where the numerator is the coefficient and the denominator indicates the exponent. Coefficient: 3/2 Exponent: -6 (since it is in the denominator)Convert Coefficient to Decimal: Convert the coefficient to a decimal. The coefficient 3/2 can be converted to a decimal to get 1.5. 1.5 is an acceptable coefficient for scientific notation because it is greater than or equal to 1 and less than 10.Write in Scientific Notation: Write the number in scientific notation. Now that we have the coefficient as a decimal and the exponent, we can write the number in scientific notation. Scientific notation: 1.5 × 10^(-6)

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Write the answer in proper scientific notation:

(3)/(2x10^(6))

Write the answer in proper scientific notation: $\newline$ $\frac{3}{2 x 10^{6}}$

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Grade 8

Convert between standard and scientific notation

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Q. Write the answer in proper scientific notation:

\newline

\frac{3}{2 x 10^{6}}

Identify Coefficient and Exponent: Identify the coefficient and the exponent in the given fraction. $\newline$ The fraction $(\frac{3}{2x10^{6}})$ already has a form similar to scientific notation, where the numerator is the coefficient and the denominator indicates the exponent. $\newline$ Coefficient: $\frac{3}{2}$ $\newline$ Exponent: $-6$ (since it is in the denominator)
Convert Coefficient to Decimal: Convert the coefficient to a decimal. $\newline$ The coefficient $\frac{3}{2}$ can be converted to a decimal to get $1.5$ . $\newline$ $1.5$ is an acceptable coefficient for scientific notation because it is greater than or equal to $1$ and less than $10$ .
Write in Scientific Notation: Write the number in scientific notation. $\newline$ Now that we have the coefficient as a decimal and the exponent, we can write the number in scientific notation. $\newline$ Scientific notation: $1.5 \times 10^{-6}$