How to prove this calculation is positive or negative ?
if : 0 < p < 1 0 < q < 1 \[0<\alpha<1\] then \[2C{y} ((1- 2\alpha) - \alpha(p-q)) is negative or positive ?\]
any idea @ganeshie8 ?
\[\large ^2C_y [(1- 2\alpha) - \alpha(p-q)] \]
its like that ? the first term is a combination right ?
notice that : 2Cy is always positive, i just wondering the value after it
ohkay.. all other variables are between (0, 1)
yes, like that
i just want know the value of ( (1-2α)-α(p-q) ) is positive or negative with each interval given
its bounded (-2, 1) http://www.wolframalpha.com/input/?i=max+and+min+1-2x-x%28y-z%29%2C+0%3Cx%3C1%2C0%3Cy%3C1%2C+0%3Cz%3C1
is that what you looking for ? it is taking both negative and positive values..
so, we cant say it is only postive or only negative?
i think thats right !
may i know the actual complete problem ? :)
this is ratio regretion problem :)
never heard of it lol the name looks scary !
me too, this is only the question from my student... but long time im not study about regretion, actually it is in statistic topic
ohkay :) btw @ikram002p is good with stats
ok, thanks for your time :)
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