Sum and product of zeroes of a quadratic polynomial are root 2 and -12 respectively. Find the polynomial.
Answers
Answered by
18
Heya !!
Sum of zeroes = √2
And,
Product of zeroes = -12
Therefore,
Required quadratic polynomial = X²-(Sum of zeroes) X + Product of zeroes.
= X² - (√2)X + (-12)
= X² - √2X - 12
Sum of zeroes = √2
And,
Product of zeroes = -12
Therefore,
Required quadratic polynomial = X²-(Sum of zeroes) X + Product of zeroes.
= X² - (√2)X + (-12)
= X² - √2X - 12
Answered by
7
Hey !!
Sum of zeroes ( s ) = √2
and
Product of zeroes ( p ) = -12
required quadratic polynomial = x² - (s)X + (p )
= x² - (√2) x + (-12)
= x² - √2 x - 12
Sum of zeroes ( s ) = √2
and
Product of zeroes ( p ) = -12
required quadratic polynomial = x² - (s)X + (p )
= x² - (√2) x + (-12)
= x² - √2 x - 12
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