If the roots of equation x^2-3x+1=0 are a,b then the equation whose ro

1.	If the roots of equation x^2-3x+1=0 are a,b then the equation whose roots are 1/a-2,1/b-2 are
Answer» SOLUTION is attached. Just Use SUM of Roots = -(COEFFICIENT of x )/ coefficient of x² Product of Roots = Constant TERM/ coefficient of x² and General formula of Quadratic Equation k[ x² - ( sum of roots)x + product of roots]

If the roots of equation x^2-3x+1=0 are a,b then the equation whose roots are 1/a-2,1/b-2 are

Answer»

SOLUTION is attached.

Just Use

SUM of Roots = -(COEFFICIENT of x )/ coefficient of x²

Product of Roots = Constant TERM/ coefficient of x²

and General formula of Quadratic Equation

k[ x² - ( sum of roots)x + product of roots]

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If the roots of equation x^2-3x+1=0 are a,b then the equation whose roots are 1/a-2,1/b-2 are

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