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Rewrite using scientific notation: 338 A: 3.38 × 10^1 B:3.38 × 10^2 C:3.38 × 10^3 D:3.38 × 10^4
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See, when we multiply and divide some number by same number, then its value does not change.
3.38 x 10^2 = 338 by moving the decimal to the right twice.
For example : \[5 \] Multiply and divide it by 10: \[5 \times \frac{10}{10}\] = \(5\) only
Coming to your problem, you have \(338\).. You want to shift decimal point from right to left, so we can divide and multiply by \(100\) here.
\[338 \times \frac{100}{100} = \frac{338}{100} \times 100\]
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We can use \(100\) for division there;\[\implies 3.38 \times 100 = \color{green}{3.38 \times 10^2}\]
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