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Apr 16th, 2003, 05:18 AM
#1
Thread Starter
New Member
simplification of expression
Can anyone help me to find out to simplify the complex mathematical expression:
eg:
(3 X1+ 5 X2+15)/(X1+3 X2+5)=2
should be outputted as
X1 - X2 = -5
variable may be of any no.
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Apr 16th, 2003, 11:17 AM
#2
Re: simplification of expression
Originally posted by sandiphw
(3 X1+ 5 X2+15)/(X1+3 X2+5)=2
If the above is meant to actually be:
(3*X1+ 5*X2+15)/(X1+3*X2+5)=2
then, this is equivalent to:
3*X1+ 5*X2+15 = 2*(X1+3*X2+5)
or:
3*X1+ 5*X2+15 = 2*X1+6*X2+10
Or:
X1*(3-2) + X2*(5-6) + (15-10) = 0
Or:
X1 - X2 + 5 = 0
-Lou
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Apr 16th, 2003, 02:17 PM
#3
Fanatic Member
This is true, except when X1 + 3*X2 + 5 = 0, of course. (Division by zero)
This is the case when X2 = 0.
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