Velocity before colision v=√2gl(1−cosθ0) Velocity after colision v1=√2gl(1−cosθ1) Using momentum conservation mv=MVm−mV1 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 ......(i) m√2gl(√1−cosθ0+√1−cosθ1)=MVM ......(ii) Dividing (ii) by (i) we get