form a quadratic equation whose roots are (3+√2) & (3-√2)
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Answered by
9
x^2-(9-2)x+6
x^2-7x+6
x^2-7x+6
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23
Hi friend!!
Given that,
(3+√2) and (3-√2) are the zeroes.
Let à = 3+√2 and ß = 3+√2
Sum of roots = (3+√2)+(3-√2)
à+ß = 6
Product of zeroes = (3+√2)(3-√2)
àß = 7
We know that,
A quadratic equation which has two zeroes is in the form of
» x² - (à+ß)x + àß
» x²-6x+7
Hope it helps
Given that,
(3+√2) and (3-√2) are the zeroes.
Let à = 3+√2 and ß = 3+√2
Sum of roots = (3+√2)+(3-√2)
à+ß = 6
Product of zeroes = (3+√2)(3-√2)
àß = 7
We know that,
A quadratic equation which has two zeroes is in the form of
» x² - (à+ß)x + àß
» x²-6x+7
Hope it helps
Tazeenfathima:
tq very much it heped me a lot
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