Write the number 3.2 ×10^(-5) in standard form. Answer:

Understand standard form: Understand what standard form means. Standard form refers to writing the number without using exponents, which means moving the decimal point to the right or left depending on the exponent of 10.Move decimal point left: Move the decimal point to the left because the exponent is negative. Since the exponent is -5, we move the decimal point 5 places to the left. 3.2 → 0.32 → 0.032 → 0.0032 → 0.00032 → 0.000032Write in standard form: Write the number in standard form. After moving the decimal point 5 places to the left, the number in standard form is 0.000032.

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Write the number
3.2 ×10^(-5) in standard form.
Answer:

Write the number $3.2 \times 10^{-5}$ in standard form. $\newline$ Answer:

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Math Problems

Algebra 2

Evaluate rational exponents

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Q. Write the number

3.2 \times 10^{-5}

in standard form.

\newline

Answer:

Understand standard form: Understand what standard form means. $\newline$ Standard form refers to writing the number without using exponents, which means moving the decimal point to the right or left depending on the exponent of $10$ .
Move decimal point left: Move the decimal point to the left because the exponent is negative. $\newline$ Since the exponent is $-5$ , we move the decimal point $5$ places to the left. $\newline$ $3.2 \rightarrow 0.32 \rightarrow 0.032 \rightarrow 0.0032 \rightarrow 0.00032 \rightarrow 0.000032$
Write in standard form: Write the number in standard form. $\newline$ After moving the decimal point $5$ places to the left, the number in standard form is $0.000032$ .