Answer: Correct option is D −1225 f(x)=6×2+x−2 a,b are its zero’s / roots. a+b=6−1,ab=6−2=−1/3 ba+ab=aba2+b2=ab(a+b)2−2ab =(−1/3)(−1/6)2−2(−1/3)=−1/3361+32 =−(121+2)=12−25 Reply
Answer:
Correct option is
D
−1225
f(x)=6×2+x−2
a,b are its zero’s / roots.
a+b=6−1,ab=6−2=−1/3
ba+ab=aba2+b2=ab(a+b)2−2ab
=(−1/3)(−1/6)2−2(−1/3)=−1/3361+32
=−(121+2)=12−25