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Solving a Complex Mathematical Puzzle Involving Consecutive Additions and Letter Values

Challenge your problem-solving skills with this intriguing puzzle! Starting with the addition of 11 + 22, sequentially add multiples of 11 until exceeding 300. What is the first total reached? Additionally, figure out the values of letters A-Z based on certain clues and known values. With given values for B, M, R, and U, and interrelations defined by equations, can you uncover the values of the remaining letters? Dive into this mathematical riddle and unravel the mysteries of numbers and letters.

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Solving a Complex Mathematical Puzzle Involving Consecutive Additions and Letter Values

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  1. Puzzle A Puzzle B

  2. If you added 11+22, then to that answer added 33, then 44, and kept on adding consecutive multiples of 11 to the previous total, what is the first answer you would reach that is greater than 300?

  3. Each letter of the alphabet is worth a different number from 1-26. Can you work out which is which? Given that B=3, M=16, R=5 and U=10, find the values of the remaining letters from A to Z (> more than  < less than): A=F-N     B=3     C=X-B     D=X/B     E=?     F>Y     G=M-D    H=V+R     I=M+G J=C-M     K>Q     L<J     M=16     N<D     O=J+Q     P<H     Q=A-R     R=5 S<E     T>X     U=10     V=C/B     W=Z-L     X=?     Y=BxP     Z=K-V [Hint: Start by working out the values of C, D, J and V] You also might want to write this down in case you run out of time…

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