If \[f(x)=a+bx+c{{x}^{2}},\] then what is \[\int_{0}^{1}{f(x)dx}\] equal to?

If \[f(x)=a+bx+c{{x}^{2}},\] then what is \[\int_{0}^{1}{f(x)dx}\] equ

1.	If \[f(x)=a+bx+c{{x}^{2}},\] then what is \[\int_{0}^{1}{f(x)dx}\] equal to?
A.	\[[f(0)+4f(1/2)+f(1)]/6\]
B.	\[[f(0)+4f(1/2)+f(1)]/3\]
C.	\[[f(0)+4f(1/2)+f(1)]\]
D.	\[[f(0)+2f(1/2)+f(1)]/6\]
Answer» B. \[[f(0)+4f(1/2)+f(1)]/3\]

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If \[f(x)=a+bx+c{{x}^{2}},\] then what is \[\int_{0}^{1}{f(x)dx}\] equal to?

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