At^2+bt+c

At^2+bt+c

If `y=at^2+2bt-c`and ` t = ax^2+2bx+c`, then`(d^3y

Are both (r 1) and (r 2) positive if (r 1) and (r 2) are the roots of the equation (t2 + bt + c = 0), where b and c are constants? (a) a 0(2) b 0(3) c 0 the undertaking Butler Data Sufficiency (DS Butler) (DS3) Click Here if you have any DS butler questions.
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The velocity v of the a particle depends upen the time t

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A position of particle is `x=`at`+bt^(2)-ct^(3)` find

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A particle is moving along the curve `x=at^(2)+bt+c

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