II. Write the place values of the underlined digits in the number 7. $$ 156,253=\square: 10.346, \underline{2} 24,625=\square $$ 8. $$ 645,102,069=\square: 11.25,10,584=\square $$

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- For $$ 156,253 $$: $$ 2 $$ has a place value of $$ 2,000 $$. - For $$ 24,625 $$: $$ 2 $$ has a place value of $$ 20,000 $$. - For $$ 645,102,069 $$: $$ 0 $$ has a place value of $$ 0 $$. - For $$ 10,584 $$: $$ 5 $$ has a place value of $$ 5,000 $$. To find the place values of the underlined digits in the given numbers, we will identify the position of each underlined digit and determine its value based on its place in the number. 7. For the number $$ 156,253 $$ and $$ 24,625 $$: - In $$ 156,253 $$, the underlined digit is $$ 2 $$. It is in the thousands place, so its place value is: $$ 2 \times 1,000 = 2,000 $$ - In $$ 24,625 $$, the underlined digit is $$ 2 $$. It is in the ten-thousands place, so its place value is: $$ 2 \times 10,000 = 20,000 $$ 8. For the number $$ 645,102,069 $$ and $$ 10,584 $$: - In $$ 645,102,069 $$, the underlined digit is $$ 0 $$. It is in the millions place, so its place value is: $$ 0 \times 1,000,000 = 0 $$ - In $$ 10,584 $$, the underlined digit is $$ 5 $$. It is in the thousands place, so its place value is: $$ 5 \times 1,000 = 5,000 $$ To summarize: - For $$ 156,253 $$: $$ 2 $$ has a place value of $$ 2,000 $$. - For $$ 24,625 $$: $$ 2 $$ has a place value of $$ 20,000 $$. - For $$ 645,102,069 $$: $$ 0 $$ has a place value of $$ 0 $$. - For $$ 10,584 $$: $$ 5 $$ has a place value of $$ 5,000 $$.

II. Write the place values of the underlined digits in the number 7. \( 156,253=\square: 10.346, \underline{2} 24,625=\square \) 8. \( 645,102,069=\square: 11.25,10,584=\square \)

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II. Write the place values of the underlined digits in the number 7. \( 156,253=\square: 10.346, \underline{2} 24,625=\square \) 8. \( 645,102,069=\square: 11.25,10,584=\square \)

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