b. 3 - *sqrt* 7 , 6 + *sqrt* 2
c. 7 + *sqrt* 3 , 2 - *sqrt* 6
d. 3 + *sqrt* 7 , 6 - *sqrt* 2
Answer:
option: A
Step-by-step explanation:
" if for a polynomial with rational coefficients has irrational roots then these irrational roots will always appear in pair " .
we are given that and are two roots of a polynomial equation with rational coefficients, then it's complex conjugate is also a root of this polynomial equation i.e. ' ' and ' ' are also roots of this polynomial equation.
Hence, option A is correct.
The given expression is
It can be written as [ we can add or subtract the same thing]
The expression can be factored as difference of two squares
The common factor of the two terms is 16
WE can take 16 as common factor:
=
Options 1 ,3,4 are the equivalent expressions.