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Three different types of wine are \(10\%, 12\%,\) and \(14\%\) alcohol, respectively. If \(a\) liters of the \(10\%\) wine, \(b\) liters of the \(12\%\) wine, and \(c\) liters of the \(14\%\) wine are combined to form \(a+b+c\) liters of an \(11\%\) alcohol blend, then what is \(a\) in terms of \(b\) and \(c?\)
A. \(b + 3c\)
B. \(c + 3b\)
C. \(2b + 3c\)
D. \(\dfrac{c + b}4\)
E. \(b + c\)
Answer: A
Source: Veritas Prep
A. \(b + 3c\)
B. \(c + 3b\)
C. \(2b + 3c\)
D. \(\dfrac{c + b}4\)
E. \(b + c\)
Answer: A
Source: Veritas Prep
