00:01
This question we have this setup.
00:02
A park is released from ras from the top of a ram.
00:05
The ram is frictionless and then it slides down to the bottom here and then it flies out, okay, with a horizontal velocity and then it lands at some distance l from where it was, from where it exits the ram, after it falls another 3 meters.
00:26
Okay, so in this question we want to find there are 6 parts of it involves conservation of energy and some kinematics equations for projectile motion.
00:38
And then we are interested to find out in this case.
00:42
So solution for part a is the mechanical energy of the puck conserved.
00:53
So in part a, the answer is yes.
00:58
Because the ram is fictionless.
01:07
Okay.
01:10
So there's no loss in the mechanical energy.
01:28
So the answer is yes.
01:31
Part a and then part b, we want to select, we want to find a, choose the origin of for the y coordinate.
01:41
So one thing to mention is that the origin origin for the of the y coordinate can be placed anywhere in principle okay yeah but for me i decide to choose i choose the origin of the wire coordinate to be at the bottom of the ram okay so so here it's my why it goes to zero line okay the bottom of the ram okay this is not the only choice you can also choose to put the y -equest zero line at the ground level where the park finally lands okay yeah then your answers will change for price c and d right so we want to calculate the initial mechanical energy in price c okay okay so the initial mechanical energy for the puck is the sum of kinetic energy and potential energy.
03:43
Okay, the puck is initially at rest, so this is 0.
03:51
Amgh.
03:55
Okay, we go back to the diagram.
03:57
So the hi is this, so it's 5 meters.
04:05
Okay, so you substitute the numbers...