Let's identify which combination of the given numbers might add up to each of the target sums: 438,190.00, 42,818.00, and 123,554.00.

Given numbers:

• 10,000.00
• 277,289.00
• 151,398.00
• 11,526.00
• 3,448.00
• 26,500.00
• 33,500.00
• 10,200.50
• 10,200.50
• 55,000.00
• 15,500.00

Targets:

• 438,190.00
• 42,818.00
• 123,554.00

Let's check each target sum individually.For the given numbers and target sums, the results are as follows:

1. Target Sum: 438,190.00

   • Combination found:
     • 10,000.00
     • 277,289.00
     • 26,500.00
     • 33,500.00
     • 10,200.50
     • 10,200.50
     • 55,000.00
     • 15,500.00

2. Target Sum: 42,818.00

   • No combination found.

3. Target Sum: 123,554.00

   • No combination found.

Would you like any further details or have any questions?

Here are some questions you might want to ask:

1. How did you find the combination for the target sum 438,190.00?
2. Why was no combination found for the other target sums?
3. Can you help with a different set of numbers?
4. How can I verify these calculations manually?
5. Can you explain the subset-sum problem in more detail?

Tip: When checking for combinations, remember that the order of numbers does not matter, and it's important to account for all possible combinations to ensure accuracy.