Question

1. question stem partially visible a 226 baseball cards b 276 baseball cards c 326 baseball cards d 436 baseball cards 4. in which two numbers below is the value of the underlined digit ten times as great as the value of the circled digit? □ 667,7⑥7 □ ⑥67,767 □ 6⑥7,767 □ 667,⑦67 □ 667,76⑦

Explanation:

Step1: Analyze each option's digit values

• For \( \underline{6}67,7\circled{6}7 \): The underlined \( 6 \) is in the hundred - thousands place (\( 6\times100000 = 600000 \)), the circled \( 6 \) is in the tens place (\( 6\times10=60 \)). \( 600000\div60 = 10000

eq10 \).

• For \( \circled{6}\underline{6}7,767 \): The circled \( 6 \) is in the hundred - thousands place (\( 6\times100000 = 600000 \)), the underlined \( 6 \) is in the ten - thousands place (\( 6\times10000 = 60000 \)). \( 600000\div60000=10 \), but we need the underlined digit's value to be ten times the circled digit's value. Here the circled digit's value is ten times the underlined digit's value.
• For \( \underline{6}\circled{6}7,767 \): The underlined \( 6 \) is in the hundred - thousands place (\( 6\times100000 = 600000 \)), the circled \( 6 \) is in the ten - thousands place (\( 6\times10000 = 60000 \)). \( 600000\div60000 = 10 \), so the underlined digit's value is ten times the circled digit's value.
• For \( 66\underline{7},\circled{7}67 \): The underlined \( 7 \) is in the thousands place (\( 7\times1000 = 7000 \)), the circled \( 7 \) is in the hundreds place (\( 7\times100 = 700 \)). \( 7000\div700=10 \), so the underlined digit's value is ten times the circled digit's value.
• For \( 667,\underline{7}6\circled{7} \): The underlined \( 7 \) is in the hundreds place (\( 7\times100 = 700 \)), the circled \( 7 \) is in the ones place (\( 7\times1 = 7 \)). \( 700\div7 = 100

eq10 \).

Answer:

\( \underline{6}\circled{6}7,767 \) and \( 66\underline{7},\circled{7}67 \)