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ADDITION SUMS PUZZLE

At the bottom of each column:

[tex]\[
\begin{aligned}
& = 37 = 52 = 55 = 38 \\
& = 3 =
\end{aligned}
\][/tex]

A (3) 合 = mons

Sagot :

GinnyAnsweridn
Sure, let's address the problem systematically:

### Interpreting the Problem

From the puzzle, it appears we are dealing with sums of certain columns. To clarify, we have the sums of the columns written as:
- Column 1 sum: 37
- Column 2 sum: 52
- Column 3 sum: 55
- Column 4 sum: 38

### Writing out the Sums

The given sums are direct, and we just need to note them accurately:

1. The sum of all entries in Column 1 is 37.
2. The sum of all entries in Column 2 is 52.
3. The sum of all entries in Column 3 is 55.
4. The sum of all entries in Column 4 is 38.

### Solution Summary

To summarize:
- The numeric sum of each column are straightforward observations.
- Therefore, the sums at the bottom of each column are: [tex]\([37, 52, 55, 38]\)[/tex].

This means for each respective column from left to right, their sums are 37, 52, 55, and 38.
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