Question:
Rahul has just made a magic square, in which, the sum of the cells along any row, column or diagonal, is the same number N. The entries in the cells are given as expressions in x, y, and Z. Find N?
\(3x+4y\) \(2x\) \(2x+y+z\) \(2x^2\) \(4y\) \(y^2+z\) \(y+z\) \(3x+2z\) \(z-1\)
Rahul has just made a magic square, in which, the sum of the cells along any row, column or diagonal, is the same number N. The entries in the cells are given as expressions in x, y, and Z. Find N?
| \(3x+4y\) | \(2x\) | \(2x+y+z\) |
| \(2x^2\) | \(4y\) | \(y^2+z\) |
| \(y+z\) | \(3x+2z\) | \(z-1\) |
Updated On: Apr 28, 2025
- 12
- 36
- 21
- 40
- 24
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The Correct Option is B
Solution and Explanation
The correct answer is option (B):36
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