What are the roots of the equation? 18x^2-9x-1=0 18x 2 −9x−1=0

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What are the roots of the equation? 18x^2-9x-1=0 18x 2 −9x−1=0

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2 thoughts on “What are the roots of the equation? 18x^2-9x-1=0 18x 2 −9x−1=0”

  1. [tex]\large{\colorbox{black}{\underline{\underline{\bf{\orange{☆• Be Brainly •☆}}}}}}[/tex]

    USING FORMULAE ” B^2 – 4ac

    (-9)^2 – 4(18)(-9) = 0

    81 + 648 > 0

    729 > 0

    ROOTS ARE REAL AND UNEQUAL

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  2. Answer:

    Given, 18x² – 9x -1=0

    on comparing with ax²+bx+c=0 we get

    a=18 , b= -9 and c= -1

    now, apply formula D = b²-4ac

    D = (-9)² – 4(18)(-1)

    = 81 + 72

    = 153

    So, here D > 0

    => Roots are real and unequal

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