If you mean A = B/B + C
Then B is indeterminate (Anything DIVIDED by Itself = ONE)
But if you mean A = {B/(B+C)}
Then we have to collect terms
A (B + C) = B
Expand LHS
AB + AC = B
Collect Terms
AC = B - AB
Factorise RHS
AC = B(1 - A)
Isolating B on LHS
B = {AC/(1 - A)}
2007-04-21 11:15:21
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answer #1
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answered by Rod Mac 5
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I am assuming you mean A = B / [B + C]
Multiply
AB + AC = B
Move all terms with B to one side
AC = B - AB
Factor out the B
AC = B [1 - A]
Divide
AC/[1 - A] = B
2007-04-21 14:46:56
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answer #2
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answered by suesysgoddess 6
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A = B / B + C
If you mean this as this is written the answer would be false, so no solution.
But if you mean A = B / (B + C)
A = B/(B+C) multiply both sides by (B+C)
A(B+C) = B
AB + AC = B
AB - B = - AC
B(A-1) = - AC
B = - AC/(A-1)
2007-04-21 15:23:11
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answer #3
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answered by Pam 5
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Assuming you did not write it wrong.
B/B = 1 for any number except 0. Because 0/0 is undefined.
So you have
A = 1 - C
and B is any number except 0
Otherwise what the others said.
2007-04-21 14:54:06
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answer #4
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answered by mangaFan 2
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no B value.
because B/B=1
2007-04-21 14:48:47
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answer #5
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answered by iyiogrenci 6
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If you mean A = B/(B+C)
Then B = (A*C)/(1-A)
2007-04-21 14:49:15
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answer #6
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answered by eviljebus 3
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I assume that should be:
A = B / (B+C)
In which case:
A(B+C) = B
AB + AC = B
B(A-1) = -AC
B = AC / (1-A)
2007-04-21 14:46:41
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answer #7
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answered by Anonymous
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a =b/(b+c)
ab +ac = b
ab- b = -ac
b(a-1) = -ac
b = -ac/(a-1)
2007-04-21 14:49:38
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answer #8
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answered by harry m 6
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A=C... Right?
2007-04-21 14:46:05
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answer #9
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answered by J.J. 3
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