v = √2gl(1−cosθ0) v1 = √2gl(1−cosθ1) By momentum conservation m √2gl(1−cosθ0) = MVm - m √2gl(1−cosθ) ⇒ m √2gl {√1−cosθ0 + √1−cosθ1} = MVm and e = 1 =
Vm+√2gl(1−cosθ1)
√2gl(1−cosθ0)
√2gl (√1−cosθ0−√1−cosθ1) = Vm ... (1) m √2gl (√1−cosθ0−√1−cosθ1) = MVM ... (2) Dividing