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Evaluate: 202 . 022 xx 1000...

Evaluate:
`202 . 022 xx 1000`

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The correct Answer is:
To evaluate the expression \( 202.022 \times 1000 \), we can follow these steps: ### Step 1: Understand the multiplication We need to multiply the decimal number \( 202.022 \) by \( 1000 \). ### Step 2: Move the decimal point When multiplying a decimal by \( 1000 \), we move the decimal point three places to the right. This is because \( 1000 \) has three zeros. ### Step 3: Perform the multiplication Starting with \( 202.022 \): - Move the decimal point three places to the right: - From \( 202.022 \) to \( 2020.22 \) (first move) - From \( 2020.22 \) to \( 20202.2 \) (second move) - From \( 20202.2 \) to \( 202022 \) (third move) So, \( 202.022 \times 1000 = 202022 \). ### Final Answer The final answer is \( 202022 \). ---
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