Let E=3, B=7 andA=4.Find the other digits in the sum : BASE+BALL=GAMES
Answers
The other digits are G = 1, S = 8, L = 5 and M = 9.
Step-by-step explanation:
Let E = 3, B = 7 and A = 4.
BASE + BALL = GAMES
BASE -------> 7483
BALL---------> 7455
_______________
GAMES------>14938
If we take G = 1, S = 8, L = 5 and M = 9.
Our logic will be satisfied.
Hence, the other digits are G = 1, S = 8, L = 5 and M = 9.
Given : E=3, B=7 AND A=4 BASE + BALL = GAMES
To find : Other Digits S , L G M
Solution:
BASE
+ BALL
______
GAMES
74S3
+ 74LL
______
G4M3S
3 + L = S
S + L = 3
=> L = 0 & S = 3 but E = 3 ( Hence not possible)
3 + L = 10 + S
1 + S + L = 3
2 - S = S + 7
=> S = -2.5 ( not Possible)
3 + L = S or 3 + L = 10 + S
& S + L = 13 & 1 + S + L = 13
=> S + S - 3 = 13 => 2 - S = S - 3
=> 2S = 16 => 2S = 5
=> S= 8 => S = 2.5 ( not possible)
=> L = 5
7483
+ 7455
______
14938
L = 5
S = 8
M = 9
G = 1
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