Order numbers up to 1,000,000 from least to greatest and greatest to least in this fluency and precision worksheet.

Problem Overview:

The task involves ordering numbers from the least to the greatest and from the greatest to the least. We will solve each part step by step.

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Part 1: Order from Least to Greatest

#### Row 1:
Numbers: \( 8,026 \), \( 1,959 \), \( 1,000,000 \), \( 199,450 \), \( 199,540 \)

1. Compare the numbers:
- \( 1,959 \) is the smallest.
- \( 8,026 \) is larger than \( 1,959 \).
- \( 199,450 \) and \( 199,540 \) are larger but close; \( 199,450 < 199,540 \).
- \( 1,000,000 \) is the largest.

2. Ordered list:
\[
1,959 < 8,026 < 199,450 < 199,540 < 1,000,000
\]

#### Row 2:
Numbers: \( 201,678 \), \( 102,678 \), \( 12,098 \), \( 56,092 \), \( 1,200 \)

1. Compare the numbers:
- \( 1,200 \) is the smallest.
- \( 12,098 \) is larger than \( 1,200 \).
- \( 56,092 \) is larger than \( 12,098 \).
- \( 102,678 \) is larger than \( 56,092 \).
- \( 201,678 \) is the largest.

2. Ordered list:
\[
1,200 < 12,098 < 56,092 < 102,678 < 201,678
\]

#### Row 3:
Numbers: \( 1,698 \), \( 35,677 \), \( 999,992 \), \( 57,000 \), \( 999,929 \)

1. Compare the numbers:
- \( 1,698 \) is the smallest.
- \( 35,677 \) is larger than \( 1,698 \).
- \( 57,000 \) is larger than \( 35,677 \).
- \( 999,929 \) and \( 999,992 \) are close; \( 999,929 < 999,992 \).
- \( 999,992 \) is the largest.

2. Ordered list:
\[
1,698 < 35,677 < 57,000 < 999,929 < 999,992
\]

---

Part 2: Order from Greatest to Least

#### Row 1:
Numbers: \( 200,093 \), \( 9,999 \), \( 50,999 \), \( 7,890 \), \( 10,000 \)

1. Compare the numbers:
- \( 200,093 \) is the largest.
- \( 50,999 \) is smaller than \( 200,093 \).
- \( 10,000 \) is smaller than \( 50,999 \).
- \( 9,999 \) is smaller than \( 10,000 \).
- \( 7,890 \) is the smallest.

2. Ordered list:
\[
200,093 > 50,999 > 10,000 > 9,999 > 7,890
\]

#### Row 2:
Numbers: \( 78,720 \), \( 76,787 \), \( 10,000 \), \( 21,333 \), \( 76,000 \)

1. Compare the numbers:
- \( 78,720 \) is the largest.
- \( 76,787 \) is smaller than \( 78,720 \).
- \( 76,000 \) is smaller than \( 76,787 \).
- \( 21,333 \) is smaller than \( 76,000 \).
- \( 10,000 \) is the smallest.

2. Ordered list:
\[
78,720 > 76,787 > 76,000 > 21,333 > 10,000
\]

#### Row 3:
Numbers: \( 45,456 \), \( 15,000 \), \( 1,000,000 \), \( 15,050 \), \( 31,098 \)

1. Compare the numbers:
- \( 1,000,000 \) is the largest.
- \( 45,456 \) is smaller than \( 1,000,000 \).
- \( 31,098 \) is smaller than \( 45,456 \).
- \( 15,050 \) is smaller than \( 31,098 \).
- \( 15,000 \) is the smallest.

2. Ordered list:
\[
1,000,000 > 45,456 > 31,098 > 15,050 > 15,000
\]

---

Final Answers:

#### From Least to Greatest:
1. \( 1,959 < 8,026 < 199,450 < 199,540 < 1,000,000 \)
2. \( 1,200 < 12,098 < 56,092 < 102,678 < 201,678 \)
3. \( 1,698 < 35,677 < 57,000 < 999,929 < 999,992 \)

#### From Greatest to Least:
1. \( 200,093 > 50,999 > 10,000 > 9,999 > 7,890 \)
2. \( 78,720 > 76,787 > 76,000 > 21,333 > 10,000 \)
3. \( 1,000,000 > 45,456 > 31,098 > 15,050 > 15,000 \)

Boxed Final Answer:

\[
\boxed{
\begin{array}{l}
\text{Least to Greatest:} \\
1. \ 1,959 < 8,026 < 199,450 < 199,540 < 1,000,000 \\
2. \ 1,200 < 12,098 < 56,092 < 102,678 < 201,678 \\
3. \ 1,698 < 35,677 < 57,000 < 999,929 < 999,992 \\
\\
\text{Greatest to Least:} \\
1. \ 200,093 > 50,999 > 10,000 > 9,999 > 7,890 \\
2. \ 78,720 > 76,787 > 76,000 > 21,333 > 10,000 \\
3. \ 1,000,000 > 45,456 > 31,098 > 15,050 > 15,000 \\
\end{array}
}
\]