Consider a quadratic equation through integer coefficients and also two unique zeros. If one zero is irrational, i m sorry statement is true about the various other zero? a. The other zero need to be rational.

You are watching: If one zero is irrational, the other zero is



The other zero is likewise irrational. ( the complicated conjugate that the first zero)

Step-by-step explanation:

We are offered a quadratic equation as:

*

where a,b and also c space rational numbers.

Also the is provided that the quadratic has 2 distinctive zeros and one of it"s zero is irrational.

" We recognize that for a polynomial equation v rational coefficients if it has actually one irrational zero then the conjugate pair of the zero is likewise an zero of the very same polynomial equation "

Hence, in this instance it is a quadratic equation such that among it"s zero is irrational, therefore the other zero is additionally irrational.



Answer from: tony7135
if one zero is irrational, the other 0 isalso irrational.

Answer from: LilFreaky666

rational

Step-by-step explanation:


*

*

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