Long Macdonald
05/11/2023 · Junior High School

\begin{tabular}{l} Expressions \\ a. \( 3,409 \times 73 \) \\ b. \( 82,290 \times 240 \) \\ c. \( 9,832 \times 39 \) \\ d. 98 tens \( \times 36 \) tens \\ e. 893 hundreds \( \times 85 \) tens \\ \hline\end{tabular}

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Here are the calculations for each of the expressions listed in the table: a. \( 3,409 \times 73 \) \[ 3,409 \times 73 = 248,857 \] b. \( 82,290 \times 240 \) \[ 82,290 \times 240 = 19,749,600 \] c. \( 9,832 \times 39 \) \[ 9,832 \times 39 = 384,468 \] d. \( 98 \text{ tens} \times 36 \text{ tens} \) First, convert tens to their numerical values: \[ 98 \text{ tens} = 980 \quad \text{and} \quad 36 \text{ tens} = 360 \] Now calculate: \[ 980 \times 360 = 352,800 \] e. \( 893 \text{ hundreds} \times 85 \text{ tens} \) Convert hundreds and tens to their numerical values: \[ 893 \text{ hundreds} = 89,300 \quad \text{and} \quad 85 \text{ tens} = 850 \] Now calculate: \[ 89,300 \times 850 = 75,905,000 \] Here are the final results for each expression: - a. \( 248,857 \) - b. \( 19,749,600 \) - c. \( 384,468 \) - d. \( 352,800 \) - e. \( 75,905,000 \)

Quick Answer

- a. \( 248,857 \) - b. \( 19,749,600 \) - c. \( 384,468 \) - d. \( 352,800 \) - e. \( 75,905,000 \)
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