If x1 and x2 are the roots of the equations bx2-ax + log2my=0 such that x12=a2+x22 then evaluate the roots in terms of a and b.

$$ {a over2b}{(b^{2}+1)},{a over2b}{(1-a^{2})}$$

$$ {a over2ab}{(a^{2}+1)},{a over2ab}{(1-b^{2})}$$

$$ {a over2ab}{(b^{2}-1)},{a over2ab}{(1-b^{2})}$$

$$ {a over2b}{(b^{2}+1)},{a over2b}{(1-b^{2})}$$

If x1 and x2 are the roots of the equations bx2-ax + log2my=0 such tha

1.	If x₁ and x₂ are the roots of the equations bx²-ax + log₂m^y=0 such that x₁²=a²+x₂² then evaluate the roots in terms of a and b.
A.	$$ {a over2ab}{(a^{2}+1)},{a over2ab}{(1-b^{2})}$$
B.	$$ {a over2b}{(b^{2}+1)},{a over2b}{(1-a^{2})}$$
C.	$$ {a over2ab}{(b^{2}-1)},{a over2ab}{(1-b^{2})}$$
D.	$$ {a over2b}{(b^{2}+1)},{a over2b}{(1-b^{2})}$$
Answer» B. $$ {a over2b}{(b^{2}+1)},{a over2b}{(1-a^{2})}$$