Can You Crack This Math Puzzle? Solve COW × COW = DEDCOW and Share Your Solution

To solve the puzzle COW × COW = DEDCOW, we need to find the values for each letter to make the equation true.

First, let's assign unique digits to each letter: C, O, W, D, E. Considering that the product of two three-digit numbers results in a six-digit number, the only possible value for C is 1 (as multiplying two two-digit numbers can only result in a maximum of five digits).

With C = 1, we can deduce the following:
- 1OW × 1OW = 1ED1OW
- As the result ends with OW, the last digit of the product must be 1.
- This leads to O × O = 1, which means O = 1 (since any other number multiplied by itself would result in more than one digit).
- Now we have:
1W × 1W = 1ED1W
- Multiplying 1 by 1 gives 1, so W must be 1 as well.

Substituting these values back into the original equation, we get:
101 × 101 = 101101

Therefore, the correct number to satisfy the puzzle is 101. Jitendra Patel can now open the attachment with this number to potentially be the first to access the information.

Feel free to reach out if you need further clarification or assistance!

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