Find the square roots and solve the secret message by putting the letter of the corresponding square root of the given number.

Find the square roots and solve the secret message by putting the letter of the corresponding square root of the given number. 4 = _ 16 = 121 = 4 = 49 = 64 = 9 = 81 = 49 = 81 = 100 = 25 = 36 = _ 169 = 64 = 144 = ___196 = 225 = _ 169 = 256 = 169 = 25 = 49 = 144 = 289 = __196 = 225 = _ 400 = __

The Correct Answer and Explanation is:

The square roots of the given numbers are as follows:

  1. 4 = 2
  2. 16 = 4
  3. 121 = 11
  4. 4 = 2
  5. 49 = 7
  6. 64 = 8
  7. 9 = 3
  8. 81 = 9
  9. 49 = 7
  10. 81 = 9
  11. 100 = 10
  12. 25 = 5
  13. 36 = 6
  14. 169 = 13
  15. 64 = 8
  16. 144 = 12
  17. 196 = 14
  18. 225 = 15
  19. 169 = 13
  20. 256 = 16
  21. 169 = 13
  22. 25 = 5
  23. 49 = 7
  24. 144 = 12
  25. 289 = 17
  26. 196 = 14
  27. 225 = 15
  28. 400 = 20

Explanation:

A square root of a number xxx is a value that, when multiplied by itself, gives the original number. For example:

  • The square root of 4 is 2 because 2×2=42 \times 2 = 42×2=4.
  • The square root of 16 is 4 because 4×4=164 \times 4 = 164×4=16.
  • The square root of 121 is 11 because 11×11=12111 \times 11 = 12111×11=121, and so on.

The pattern is straightforward: we find a number yyy such that y2=xy^2 = xy2=x, where xxx is the number you want to find the square root for. This works because square roots are the reverse of squaring a number.

Once you know the square roots of these numbers, you can then look at the secret message part, where each number is likely representing a letter. If you map the square root to its corresponding letter in the alphabet (where 1 = A, 2 = B, 3 = C, etc.), the message might become clearer.

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