But really, thanks so much. What a lifesaver! I would have been stuck on this for a long time... this is what sleep loss does. I will probably be back on the forums often!
Thanks again!
oh! I think we're onto my mistake here.
I multiplied by .5 instead of by 2.
what a silly mistake!
I think if I solve this from here, I'll be fine.
goodness! haha. thank you ever so much for your help! :) and I'm sorry I took your time with such a silly mistake!
right! I've gone through this step before, and I got 4.6981 for v.
then I plugged that into the y displacement equation to solve for time and got an unsolvable quadratic:
4.905t^2 - 4.6981t +4.5 = 0
let's see... there's no diagram that I know of..
I'm assuming the point from which it was thrown as "ground level" or zero vertical distance. I figure the height of the man throwing the pebble is irrelevant to its motion.
That way, the pebble hits the window at 4.5 m from its starting point at...
I understand this explanation, but I fear I've miscommunicated the problem :(
4.5 meters is both the maximum height that the pebble reaches as well as the height at which it hits the window.
no, I'm solving for the horizontal velocity of the pebble. I know the height of the trajectory, so the height from which it is thrown is irrelevant, I think. I am also given the horizontal distance to the window.
Basically, my issue is that I can't figure out how to isolate and solve for any of...
I also tried calculating the angle of the trajectory based on the distances given and came up with approximately 41 degrees... but from there I didn't know how to calculate the vector components of the velocity because no velocities are given.
The problem is really simple. It involves a guy throwing a pebble at a window such that when it hits the window at a height of 4.5 m, it has only horizontal velocity (it has reaches the top of its trajectory). The distance to the window horizontally is 5.0 m, and I am asked for the horizontal...
I have a similar issue.. I took AP Phys B last year and this year I can't remember the simplest things!
I am completely stumped on a problem whose only known variables are the maximum height of the trajectory and the horizontal distance the object travels.
I can't seem to figure out a way to...