A MAN HAS INTO A DITCH OF WIDTH D AND 2 OF HIS FRIENDS ARE SLOWLY PULLING HIM UP USING A LIGHT ROPEWITH EQUAL FORCE EXERTED BY EACH FRND FIND D FORCE WEN MAN IS AT DEPTH H
forces acting on the man are : 1. tension T along the 2 strings in upward direction [at angle with vertical imaginary line] 2.Mg downwards, M being the mass of man
applying Pythagorus theorem, we get,
T 2 = h 2 + d 2 /4 T=[ ] (h 2 + d 2 /4) if is the angle between the stringand the vertical, we get,
2 Tcos - Mg=Ma
T= (Ma + Mg)/2cos
now as the man rises up, increases and cos decreases.as a result T increases.
when the man is at a depth h,a=0 2T=Mg/cos T= Mg (h 2 + d 2 /4)/2h.
P.S after typing i found that i replaced H by h, and D by d I cannot draw.so sorry for that
1. tension T along the 2 strings in upward direction [at angle
2.Mg downwards, M being the mass of man
applying Pythagorus theorem, we get,
T 2 = h 2 + d 2 /4
T=[ ]
if
2 Tcos
T= (Ma + Mg)/2cos
now as the man rises up,
when the man is at a depth h,a=0
2T=Mg/cos
T= Mg
P.S after typing i found that i replaced H by h, and D by d
I cannot draw.so sorry for that