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So say we have x²-2. Is there a way to rid the square and keep the binomial true? In other words we need to keep it X+/-? in the for x+? or x-? but do away with the square.
So say we have x²-2. Is there a way to rid the square and keep the binomial true? In other words we need to keep it X+/-? in the for x+? or x-? but do away with the square.
i doubt whether Mikebits means thisthe part : 2/(8x²)
this is just 0.25 *x -²
then rearrange the sequence of the exponents ....
...yes?
My objective was to solve a polynomial long division problem using synthetic division, because I screw up long division. So Say I have
x²-2/8x²-x-2
This would have to be done with long division, but if it were in the form
x-?/8x²-x-2
It could be done with synthetic division.
i doubt whether Mikebits means this
(x²-2)/(8x²-x-2) !!!
Your right Sarma. I got the numerator denominator swapped.