00:01
Question 40 in chapter 4.
00:02
On a hot summer day, a young girl swings on a rope above the local swimming hole, demonstrating the figure here, which i'll explain in a second.
00:10
When she lets go of the rope, her initial velocity is 2 .25 meters per second at an angle of 35 degrees above the horizontal.
00:22
If she is in flight for 0 .616 seconds, how high above the water was she when she lets go over the rope? so this is a scenario you're dealing with.
00:33
The rope is pivoted to a tree.
00:36
The girl is swinging in this direction and releases and is launched at this angle above the horizontal.
00:43
We want to know when she hits the water, what is this height? what is this height? we'll call d .y, distance travels in the y direction.
00:54
Because it's different than when she releases because obviously she's above the water, which is below.
00:58
So that's what this question is asking for.
01:01
Because i'm using some variable names for directions, i should label a cartesian coordinate system, x and y, just so it's super clear...