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Inequality Question: - Anyone good @ this topic ?
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if it's pure algebra and no graphing im in lol
Find all real values of 'r' for which the polynomial \[(r^2-1)x^2+2(r-1)x+1\]is positive for all real 'x'.
oh wow look at the time *whistle* lol sorry idk this cheese
np:)
i have a solution can u make me understand that? @AnimalAin
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Let a=(r^2-1). Let b=2r-2. Let c =1. Now let b^2-4ac be less than zero, and solve for r.
Same idea.
So, continuing....\[(2r-2)^2-4(r^2-1)<0 \implies 4r^2-8r+4-4r^2+4<0 \implies 8<8r \implies 1<r\]
So it would seem that r has to be bigger than one to meet the specification.
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I want plz graphical explanation.
I know only this much that quadratic graph is as this|dw:1340254846506:dw|
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