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What is the sum of the two values which will make the following expression undefined? (x-3)/(2x^2-8x+9)
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Did you factor the denominator?
I've tried but it wont work is there another method to find out?
Check to make sure you have copied it right. It is not factorable over the set of real numbers.
Maybe it is x^2 and not 2x^2
Its copied exactly
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\[(x-3)/(2x^2-8x+9)\]
Use the sum of the roots formula for a quadratic equation. That would be the desired answer.
Sum of roots = -b/a
In this case: 8/2=4
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