rookie1ja 15 Posted March 31, 2007 Report Share Posted March 31, 2007 No. 11 - Back to the Cryptograms and Algebra Puzzles Replace the same characters by the same numerals so that the mathematical operations are correct. ALFA + BETA + GAMA = DELTA This old topic is locked since solution is already provided in the Spoiler below. Pls visit New Puzzles section to see always fresh brain teasers. No. 11 - solution 5795 + 6435 + 2505 = 14735 or 5305 + 2475 + 6595 = 14375 Link to post Share on other sites

Guest Posted June 2, 2007 Report Share Posted June 2, 2007 Hey this was a fun puzzle... but I thought that i should let you know that there are actually 24 possible solutions to this problem. I can explain how all the solutions are possible if you'd like... It was fun to figure out. Link to post Share on other sites

Guest Posted November 4, 2007 Report Share Posted November 4, 2007 There are lots of solutions for this problem. The only thing that is fixed is that E=4, A=5 F+M must equal to nine so (F,M) can be from the set (0,9)(1,8)(2,7)(3,6)(4,5)(5,4)(6,3)(9,0) T can be any digit from 0-9 L can be any digit from 0-9 D can be either 1 or 2 if D=2 then B=G=9 if D=1 then (B,G) can be any combination from the set (0,8)(2,6)(3,5)(4,4)(5,3)(6,2)(8,0) By following these rules you can simply select random pieces and they are solutions to ALFA+BETA+GAMA=DELTA Link to post Share on other sites

Guest Posted March 21, 2008 Report Share Posted March 21, 2008 i have D=1, A=5, E=4 and B-G=(2;6) or (6;2) F-M=(0;9) or (9;0) L-T=(3;7) or (7;3) Ex: F=0 T=3 M=9 L=7 B=2 G=6 ALFA+BETA+GAMA=DELTA --> 5705+2435+6595=14735 Link to post Share on other sites

Guest Posted December 15, 2009 Report Share Posted December 15, 2009 (edited) I have got 3 solution, I think we can get many Solution 1 A 0 B 0 D 1 E 1 F 2 G 1 L 0 M 8 T 0 ALFA 20 BETA 100 GAMMA 10880 DELTA 11000 Soultion 2 A 5 B 2 D 3 E 3 F 3 G 2 L 0 M 6 T 0 ALFA 5035 BETA 2305 GAMMA 25665 DELTA 33005 Solution 3 A 0 B 2 D 2 E 3 F 4 G 2 L 0 M 6 T 0 ALFA 40 BETA 2300 GAMMA 20660 DELTA 23000 Edited December 15, 2009 by Swaminathan Link to post Share on other sites

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