1) if a.B.y be the roots of the equation x-px’ + ex-r=0 form
the equation whose roots are Brya and aß​

1) if a.B.y be the roots of the equation x-px’ + ex-r=0 form
the equation whose roots are Brya and aß​

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1 thought on “1) if a.B.y be the roots of the equation x-px’ + ex-r=0 form<br />the equation whose roots are Brya and aß​”

  1. Step-by-step explanation:

    f(x)= 9x^2+6x+1

    Now we have to find a equation whose root is y where y=(1/x)

    So x=(1/y)

    Substituting in f(x) we get

    f(1/y)= 9(1/y)^2+6(1/y)+1

    Simplifing will give y^2+6y+9

    So, x^2+6x+9=0 is equation with reciprocal roots of 9x^2+6x+1=0.

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