Final answer:
In a Magic Square, the sum of each row, column, and diagonal is the same. Without a specific total, we can make an assumption or use strategic testing to complete the puzzle. An example was given using the assumed total square value of 35.
Explanation:
In a Magic Square, each row, column, and diagonal adds up to a specific value. In this case, no clear total value was given. Assuming an overall total from an assumption or using strategic testing is a way to solve this puzzle. A detailed explanation could look something like this:
Suppose we'll use 35 as a total value (based on some of the existing numbers). There seem to be two missing fractions for the top right and bottom left boxes.
Here is a possible solution:
- Add up the values in the bottom row, giving a total of 30.
- Subtract the 30 from our assumed total square value of 35, leaving 5 to be filled in the top right box.
- Now, add up the values in the rightmost column, giving a total of 25.
- Subtract 25 from the assumed total square value of 35, leaving 10 to be filled in the bottom left box.
So, the potential fractions could be 5/1 for the top right, and 10/1 for the bottom left if we assume a total of 35 for each row, column, and diagonal.
Learn more about Magic Square here:
https://brainly.com/question/28764583
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