Consider a hyperbola `(x^(2))/36-(y^(2))/25=1` A chord `QPL` meets in asymptote in `L` and a tangent from `L` is drawn touching at `R`. If `PM, RE, QN` be drawn parallel to the asymptote to meet the other asymptote
`PM+QN=lamda.RE` where
A. `lamda` is less than 1
B. `lamda` is less than `5/2`
C. `[lamda]` is 2
D. `[lamda]` is zero
