quadratic polynomial 3 x square - 4 x minus 7 has zero as alpha and beta now form a quadratic polynomial whose zeros are 1 upon alpha and 1 upon Beta
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Answered by
59
Hey friend, ☺ here is your answer ____________________________
plz see this attachment .Hope this helps you...
plz see this attachment .Hope this helps you...
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aditya0562:
thanks i got it
Answered by
19
Hi ..dear..
here is your answer..
.
.. first' of all we need to calculate alpha+betha...which is equal to =- cofficient of x/cofficient of x^2
and product of roots =constant/cofficient of x^2.
....now the quadratic equation with zeros 1/alpha and 1/betha...will be (x-1/Alpha)(x-1/betha).
.......and solve the polynomial...
.Hope it helped you.....
another way to solve it is find its roots by factorization....(..see picture...)
!!!
Regards Brainly Star Community
#shubhendu
here is your answer..
.
.. first' of all we need to calculate alpha+betha...which is equal to =- cofficient of x/cofficient of x^2
and product of roots =constant/cofficient of x^2.
....now the quadratic equation with zeros 1/alpha and 1/betha...will be (x-1/Alpha)(x-1/betha).
.......and solve the polynomial...
.Hope it helped you.....
another way to solve it is find its roots by factorization....(..see picture...)
!!!
Regards Brainly Star Community
#shubhendu
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