I know this is physics but no one ever answers over there so if anyone could explain to me how to do this I'd appreciate it.
The following diagram represents a cart with an initial velocity of 1.0 m/s sliding along a frictionless track from point A. Will the cart reach letter E?
Conservation of energy
Identify where the cart has potential and where it has kinetic energy and relate to your formulas for each Potential Energy: \[PE = (mass)(gravity)(height)\] Kinetic Energy \[KE = \frac{ 1 }{ 2 }(mass)(velocity)^2\]
It has potential energy at A, C & E right? and KE at B & D ? @Johnbc
It has does not have potential energy at C as some of the potential energy from A was converted to B and then all the potential energy was converted to kinetic at C
no wait, it's the opposite.
oh ok.
No you were right the first time just that C was not potential and that B and D have both potential and kinetic energy
omg marry me! :DD
ok, but I still don't get how I can figure out if it'll reach E
By the definition of energy alone you know that energy can not be created nor destroyed so the energy at the top of A must be equal to the energy at the bottom at C and for the cart to be able to reach E the energy at C must be equal to the energy at E
You are given the variables Mass = 2.0 kg Velocity = 1.0 m/s Height from A to C = 2.5 m Height from C to E = 3.0 m
nope the cart won't reach point E. Bye
So it'd be no because it'd require more energy and you can't create energy right? lol
Correct!! By looking at both heights and knowing energy can not be created you can easily determine if it will reach E or not
thankkk youuu!! :)
and thanks @sourwing too i guess lol
My pleasure
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