How do you write 3.07 × 10^3 in standard form? _____

Determine effect of exponent: Determine the effect of the exponent on the coefficient. The expression 3.07 × 10^3 has a positive exponent (3), which means the value is greater than 3.07. We need to move the decimal point to the right as many times as the exponent indicates.Convert to standard form: Convert the scientific notation to standard form. To convert 3.07 × 10^3 to standard form, move the decimal point 3 places to the right. This gives us 3070.

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How do you write $3.07 \times 10^3$ in standard form?

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Algebra 1

Convert between standard and scientific notation

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Q. How do you write

3.07 \times 10^3

in standard form?

Determine effect of exponent: Determine the effect of the exponent on the coefficient. $\newline$ The expression $3.07 \times 10^3$ has a positive exponent $(3)$ , which means the value is greater than $3.07$ . We need to move the decimal point to the right as many times as the exponent indicates.
Convert to standard form: Convert the scientific notation to standard form. $\newline$ To convert $3.07 \times 10^3$ to standard form, move the decimal point $3$ places to the right. This gives us $3070$ .