Question

determine the place value of the digits indicated.
24.) \t42,527 \t5 \t
25.) \t165,329 \t5 \t
26.) \t4,061,755 \t4 \t
27.) \t8,262,419 \t6 \t
28.) \t5,317,204 \t0 \t

Explanation:

24.

Step1: Identify the digit's position

In the number \( 42,527 \), we start from the right and count the places: ones, tens, hundreds, thousands, ten - thousands. The digit \( 5 \) is in the third position from the right (after ones (7), tens (2)).

Step2: Determine the place value

The third position from the right is the hundreds place. So the place value of \( 5 \) in \( 42,527 \) is \( 5\times100 = 500 \), and the place name is hundreds.

Step1: Identify the digit's position

In the number \( 165,329 \), we count the places from the right. The digit \( 5 \) is in the third position from the right (after ones (9), tens (2), hundreds (3)). Wait, no, let's count properly: from the right, positions are ones (\(9\)), tens (\(2\)), hundreds (\(3\)), thousands (\(5\)), ten - thousands (\(6\)), hundred - thousands (\(1\)). So the digit \( 5 \) is in the thousands place.

Step2: Determine the place value

The place value of \( 5 \) in \( 165,329 \) is \( 5\times1000=5000 \), and the place name is thousands.

Step1: Identify the digit's position

In the number \( 4,061,755 \), we count the places from the right. The digit \( 4 \) is in the seventh position from the right (let's break it down: ones (\(5\)), tens (\(5\)), hundreds (\(7\)), thousands (\(1\)), ten - thousands (\(6\)), hundred - thousands (\(0\)), millions (\(4\))).

Step2: Determine the place value

The seventh position from the right is the millions place. So the place value of \( 4 \) in \( 4,061,755 \) is \( 4\times1000000 = 4000000 \), and the place name is millions.

Answer:

Hundreds (or 500)

25.