Guest Posted October 28, 2009 Report Share Posted October 28, 2009 (edited) Substitute each of the capital letters in bold by a different base ten digit from 0 to 9 to satisfy this alphametic equation. Each of E, R and A is nonzero.. (ERA) *(EAR)*(REA)*(RAE)*(AER)*(ARE) = 298316F551967600, where E = 2(F- A) Edited October 28, 2009 by K Sengupta Quote Link to comment Share on other sites More sharing options...
0 Guest Posted October 28, 2009 Report Share Posted October 28, 2009 E = 6 R = 5 A = 1 F = 4 (651)*(615)*(561)*(516)*(165)*(156)=298316463106938 Quote Link to comment Share on other sites More sharing options...
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Substitute each of the capital letters in bold by a different base ten digit from 0 to 9 to satisfy this alphametic equation. Each of E, R and A is nonzero..
(ERA) *(EAR)*(REA)*(RAE)*(AER)*(ARE) = 298316F551967600, where E = 2(F- A)
Edited by K SenguptaLink to comment
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