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Mathematics
Problem
A and B are two points. The position vector of A is
6
b
−
2
a
6\mathbf{b} - 2\mathbf{a}
6
b
−
2
a
. A point P divides the line AB in the ratio 1 : 2. If
a
−
b
\mathbf{a} - \mathbf{b}
a
−
b
is the position vector of P, then the position vector of B is given by a.
7
a
−
15
b
7\mathbf{a} - 15\mathbf{b}
7
a
−
15
b
b.
7
a
+
15
b
7\mathbf{a} + 15\mathbf{b}
7
a
+
15
b
c.
15
a
−
7
b
15\mathbf{a} - 7\mathbf{b}
15
a
−
7
b
d.
15
a
+
7
b
15\mathbf{a} + 7\mathbf{b}
15
a
+
7
b
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