6. \( 243 \times 20 \)
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Bonus Knowledge
Did you know that \( 243 \) is actually \( 3^5 \)? This means you can express \( 243 \times 20 \) as \( 3^5 \times 20 \). Breaking it down like this shows how numbers can have unique properties and relationships, making it easier to tackle more complex calculations. A common mistake when multiplying larger numbers is forgetting about the distributive property. To simplify \( 243 \times 20 \), you might break it down further by first calculating \( 243 \times 10 = 2430 \) and then doubling that result to get \( 4860 \). This not only saves time but also reduces the chances for errors!