To solve the problem, we need to compare each pair of numbers and determine whether the first number is less than (<), greater than (>), or equal to (=) the second number. Let's go through each comparison step by step.
1. 246 □ 185
- Compare 246 and 185.
- 246 is greater than 185.
- So, \( 246 > 185 \).
2. 507 □ 507
- Compare 507 and 507.
- Both numbers are the same.
- So, \( 507 = 507 \).
3. 739 □ 458
- Compare 739 and 458.
- 739 is greater than 458.
- So, \( 739 > 458 \).
4. 625 □ 831
- Compare 625 and 831.
- 625 is less than 831.
- So, \( 625 < 831 \).
5. 362 □ 824
- Compare 362 and 824.
- 362 is less than 824.
- So, \( 362 < 824 \).
6. 169 □ 167
- Compare 169 and 167.
- 169 is greater than 167.
- So, \( 169 > 167 \).
7. 915 □ 715
- Compare 915 and 715.
- 915 is greater than 715.
- So, \( 915 > 715 \).
8. 563 □ 483
- Compare 563 and 483.
- 563 is greater than 483.
- So, \( 563 > 483 \).
9. 634 □ 232
- Compare 634 and 232.
- 634 is greater than 232.
- So, \( 634 > 232 \).
10. 793 □ 874
- Compare 793 and 874.
- 793 is less than 874.
- So, \( 793 < 874 \).
11. 498 □ 498
- Compare 498 and 498.
- Both numbers are the same.
- So, \( 498 = 498 \).
12. 375 □ 534
- Compare 375 and 534.
- 375 is less than 534.
- So, \( 375 < 534 \).
Final Answer:
\[
\boxed{
\begin{array}{cc}
246 > 185 & 507 = 507 \\
739 > 458 & 625 < 831 \\
362 < 824 & 169 > 167 \\
915 > 715 & 563 > 483 \\
634 > 232 & 793 < 874 \\
498 = 498 & 375 < 534 \\
\end{array}
}
\]
Parent Tip: Review the logic above to help your child master the concept of comparing three numbers.
