Class 10 Math All topics Quadratic Equations



Find a quadratic polynomial with zeros at  and
Solution: Let and be the zeros of  p(x) Using the relationship between zeros and coefficients, we have 



It is a polynomial with zeros and .

Aliter : 
The required polynomial is obtained directly as follows: 


Any other polynomial with the desired property is obtained by multiplying p(x) by any nonzero real number.

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Similar topics
introduction to trigonometry
functions
some applications of trigonometry
quadratic equations
polynomials
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Connecting you to a tutor in 60 seconds.
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introduction to trigonometry
functions
some applications of trigonometry
quadratic equations
polynomials