SOLUTION: 8k - 5n = 8r 3u + 2o = 189 5d + 2c = 6m 5L + 4m = 23b 3r - m = 3u 3k - 4i = 2i 3n - 3o = c o - c = 4d 8i + 9r = 9n 10m + 7d = 3n 4d + 4e = 6b 4y

SOLUTION: 8k - 5n = 8r 3u + 2o = 189 5d + 2c = 6m 5L + 4m = 23b 3r - m = 3u 3k - 4i = 2i 3n - 3o = c o - c = 4d 8i + 9r = 9n 10m + 7d = 3n 4d + 4e = 6b 4y - 6u = 2m 6b + 3c =

Question 23689: 8k - 5n = 8r
3u + 2o = 189
5d + 2c = 6m
5L + 4m = 23b
3r - m = 3u
3k - 4i = 2i
3n - 3o = c
o - c = 4d
8i + 9r = 9n
10m + 7d = 3n
4d + 4e = 6b
4y - 6u = 2m
6b + 3c = 14m
L + e + n + n + y + c + o + n + u + n + d + r + u + m = ???

Answer by rapaljer(4671) (Show Source): You can put this solution on YOUR website!
Did you copy this one correctly? If your second equation is 3u+2o = 189, which does not look like all the rest. If it is supposed to be 3u+2o = 18m or some other variable, then the obvious answer is to let all the variables =0, so when you add all those 0's together, you get 0 for the final answer. But the way equation #2 is stated, it doesn't work, and I can't think of anything else to do. I'm not about to solve 11 equations with 11 unknowns!! If I'm wrong, then I apologize, and you should re-post the question. Maybe someone else can solve it for you!

R^2 at SCC
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