Find a quadratic polynomial the sum and product of Whose zeros r -3 and 5 respectively
Answers
Answered by
52
Heya !!
Sum of zeroes = -3
And,
Product of zeroes = 5
Therefore,
Required quadratic polynomial = X²-(Sum of zeroes ) X + Product of zeroes.
=> X² - (-3)X + 5
=> X² + 3X + 5 .
Sum of zeroes = -3
And,
Product of zeroes = 5
Therefore,
Required quadratic polynomial = X²-(Sum of zeroes ) X + Product of zeroes.
=> X² - (-3)X + 5
=> X² + 3X + 5 .
Answered by
29
Hey !
★ Here is your answer ★
Sum of zeroes ( s ) = -3
and
Product of zeroes ( p ) = 5
required quadratic polynomial = x²-(s) x + (p)
= x² - (-3) x + 5
= x² + 3x + 5
★ Here is your answer ★
Sum of zeroes ( s ) = -3
and
Product of zeroes ( p ) = 5
required quadratic polynomial = x²-(s) x + (p)
= x² - (-3) x + 5
= x² + 3x + 5
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