#Displacement question
19 messages · Page 1 of 1 (latest)
that's the distance displacement any particle along the rope on top of the pulley
at the end (s = 0), the string will be right angled
,tikz
\draw[->] (0,0) |- ++ (3, 1.5) node [above right]{$\vec F$};
\begin{scope}[blue!40]
\node[anchor=east] at (-0.5, 0.75) {1.5 m};
\draw[<->] (-0.3, 0) -- ++(0, 1.5);
\end{scope}
\node[draw] at (current bounding box.north) {$s = 0$};
vin100
yeah okay but why do we subtract the hypotenuse from the height
little confused about that
we can assume that the string is always tight
so the distance travelled by any particle along the string is the same
so that the distance travelled by any particle along the string above the pulley is the same
since the string is tight, we have a "conservation of length of the rope"
decrease in the length of rope below the pulley = increase in the length of rope above the pulley
oooooh yeeeeaaaah
i am so stupid to not have seen that LOL
thank you!
thats what i was missing
every master starts as a newbie
.solved