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14. Quadratic Equations
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Q9 of 78 Page 14

If α, β are roots of the equation , write an equation whose roots are and .

from the given equation sum of the roots α + β = - l

Product of roots αβ = m


Formula to form a quadratic equation is x2- (α + β) x+ αβ = 0


Where α, β are roots of equation.


Given are roots, then required quadratic equation is





mx2 – lx + 1 = 0.


More from this chapter

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7

If a and b are roots of the equation , then write the value of .

8

Write the number of quadratic equations, with real roots, which do not change by squaring their roots.

10

If α, β are roots of the equation , then write the value of .

1

Mark the Correct alternative in the following:

The complete set of values of k, for which the quadratic equation has equal rots, consists of


Questions · 78
14. Quadratic Equations
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