#THE LAB ESCAPE SIMULATOR FULL#
#THE LAB ESCAPE SIMULATOR PLUS#

So what that means is that no matter the speed, even including the case where the pumpkin fall straight down, that our pumpkin takes 1.28 seconds to fall, so that what that means is that, firstly, the x and y motion are independent. So keep track of that, and we see that time is equal to 1.28 seconds, which makes sense because that's the number we got for all of these trials. When we put this when we plug in, we get negative 2, our final position, negative 8 meters and g is 9.81, so the negative sign i brought up here with the g, so the letter itself is always positive, but the direction we have to change and put A sign in but that sign can get separated from the original g.

#THE LAB ESCAPE SIMULATOR FULL#

Our axis, though, is that our initial position is 0 and shouldn't be a g that should stay, and also our initial velocity of the y is 0, so we can cross that tom out, and so our full equation here is that our final position is equal to Negative 1 half g t squared we can solve this for a time and we'll see a number that happens not in this problem negative 2 times goat got that bit wrong y over negative negative 2 y over g take the square root. It was negative by direction where we put.

#THE LAB ESCAPE SIMULATOR PLUS#

Y is equal to 0 and at the landing here y is equal to negative 8 meters, and so the kenmat equation we can use is our final position equal to our initial position, plus our initial velocity in the y direction, because that's the direction we're dealing with Here, in times time, minus 1 half times the exertion of gravity times time squared, because we have gravity as acceleration, and we talk about that. Firstly, we need to know that if this is on earth, there's acceleration to gravity g downwards, and so it will be negative, because our y axis is positive upwards and we're going to see where we put our axis.

So what we're gonna do is look at some kinamatics there. So in this problem we're told that we have a pumpkin being launched off of some platform 8 meters high and that his pumpkin is launched with many speeds, let's start with the first wind thou 4 meters per second, and that the pumpkin travels some path to land 5.11 meters across so let's put an axis here, x and y and then look at why this takes the same 1.28 seconds to fall, no matter how far the initial velocity is so no matter how far the pump in goes.

The lab escape simulator