3. Write the place value of the 8 in each number. For example: \( 134987 \rightarrow 80 \) \( \begin{array}{ll}\text { a. } 23892 & \text { b. } 892345 \\ \text { d. } 298325672 & \text { e. } 983465321 \\ \text { g. } 345762198 & \text { h. } 453216483\end{array} \)

To find the place value of the digit 8 in each number, we need to identify the position of 8 in the number and then calculate its value based on that position. 1. **For \( 23892 \)**: - The digit 8 is in the hundreds place. - Place value: \( 8 \times 100 = 800 \) 2. **For \( 892345 \)**: - The digit 8 is in the hundred-thousands place. - Place value: \( 8 \times 100000 = 800000 \) 3. **For \( 298325672 \)**: - The digit 8 is in the ten-million place. - Place value: \( 8 \times 10000000 = 80000000 \) 4. **For \( 983465321 \)**: - The digit 8 is in the hundred-million place. - Place value: \( 8 \times 100000000 = 80000000 \) 5. **For \( 345762198 \)**: - The digit 8 is in the units place. - Place value: \( 8 \times 1 = 8 \) 6. **For \( 453216483 \)**: - The digit 8 is in the tens place. - Place value: \( 8 \times 10 = 80 \) Now, summarizing the place values: - a. \( 23892 \rightarrow 800 \) - b. \( 892345 \rightarrow 800000 \) - d. \( 298325672 \rightarrow 80000000 \) - e. \( 983465321 \rightarrow 80000000 \) - g. \( 345762198 \rightarrow 8 \) - h. \( 453216483 \rightarrow 80 \)