find a quadratic polynomial whose zeroes are 2+ √5 and -√5
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Answered by
2
x^2-(2+√5)x-√5
I hope it's help u...
I hope it's help u...
Sammyj25:
this isnt correct :)
Answered by
12
Hey
Here is your answer,
Zeroes = 2+√5 , 2-√5
Sum of zeroes = 2+√5-√5
= 2
Product of zeroes =( 2+√5) (-√5)
=-2√5-5
Therefore, the sum of the zeroes = 2
Product of zeroes =-2√5-5
Quadratic polynomial = x^2 - ( Sum of zeroes) x + product of zeroes
= X^2 - 2x - 2√-5
Hope it helps you!
Here is your answer,
Zeroes = 2+√5 , 2-√5
Sum of zeroes = 2+√5-√5
= 2
Product of zeroes =( 2+√5) (-√5)
=-2√5-5
Therefore, the sum of the zeroes = 2
Product of zeroes =-2√5-5
Quadratic polynomial = x^2 - ( Sum of zeroes) x + product of zeroes
= X^2 - 2x - 2√-5
Hope it helps you!
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