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Mathematics
Problem
P and Q have position vectors
a
\mathbf{a}
a
and
b
\mathbf{b}
b
relative to the origin O and X, Y divide PQ internally and externally respectively in the ratio 2 : 1. Vector XY is
λ
a
+
μ
b
\lambda\mathbf{a} + \mu\mathbf{b}
λ
a
+
μ
b
, then the value of
∣
λ
+
μ
∣
|\lambda + \mu|
∣
λ
+
μ
∣
is
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