T1/T2= √v2-u2/v
squaring both sides,
(T1/T2)2 = 1-(u/v)2
Since, u<v , (u/v)<1 , So T1>T2
Am I Right?
Akash Anand First of all you prove T1 nd T2 then you decide.
ABHISHEK BACHHAN (T1)= 2d/√v2-u2
HRITWIK RAOUSHAN (T2) = (d/v-u) + (d/v+u)
HRITWIK RAOUSHAN takes more time as T1/T1 <1
T1/T2= √v2-u2/v
squaring both sides,
(T1/T2)2 = 1-(u/v)2
Since, u<v , (u/v)<1 , So T1>T2
Am I Right?