The value of \([\mathop a\limits^ \to \mathop b\limits^ \to + \mathop c\limits^ \to \,\,\,\,\mathop a\limits^ \to + \mathop b\limits^ \to + \mathop c\limits^ \to ]\) is

\([\mathop a\limits^ \to \mathop b\limits^ \to \mathop c\limits^ \to ]\)

\(2[\mathop a\limits^ \to \mathop b\limits^ \to \mathop c\limits^ \to ]\)

\(3[\mathop a\limits^ \to \mathop b\limits^ \to \mathop c\limits^ \to ]\)

The value of \([\mathop a\limits^ \to \mathop b\limits^ \to + \mathop

1.	The value of \([\mathop a\limits^ \to \mathop b\limits^ \to + \mathop c\limits^ \to \,\,\,\,\mathop a\limits^ \to + \mathop b\limits^ \to + \mathop c\limits^ \to ]\) is
A.	0
B.	\([\mathop a\limits^ \to \mathop b\limits^ \to \mathop c\limits^ \to ]\)
C.	\(2[\mathop a\limits^ \to \mathop b\limits^ \to \mathop c\limits^ \to ]\)
D.	\(3[\mathop a\limits^ \to \mathop b\limits^ \to \mathop c\limits^ \to ]\)
Answer» B. \([\mathop a\limits^ \to \mathop b\limits^ \to \mathop c\limits^ \to ]\)