Can /mu/ help me solve this question?
Littering is bad and Sarah should feel ashamed
why is sarah such a bitch?
>>63546609
Please no more potato-core
>>63546609
Bonus question: Sarah then imagines what her body would sound like slamming against the rocks. When she falls, will her eyes be closed, or open?
delete this post
![kinematic-equations-of-motion-20-638[1].jpg](https://i.imgur.com/R5L4UPW.jpg "kinematic-equations-of-motion-20-638[1].jpg")
I believe it's sqrt(350 * 2 / 9.81)
>>63546644
damn...
III GO THROUGH AAALL THIIS
>>63546644
Coiled
>>63546644
>When Sarah invariably defecates post death with her poop be:
>stiff, or liquid
>brown or green
>>63546609
8,447 I think
>>63546778
>>63546714
>>63546673
Admittedly, hyperballad is like the coolest song name
https://www.youtube.com/watch?v=D0Pv-UkoRC4
>>63546671
Just in case OP is seriously asking for help
Δx represents the length of the drop ( = 350m)
v0 represents the initial speed, which is 0 here because Sarah drops it without force
a = g (gravity, 9.81 m/s^2)
So you have
350 = 1/2 * 9.81 * t^2
Isolate t and you get
sqrt(350 * 2 / 9.81) s which is approximately 8.447s
>>63546609
You want the homework board
>>>/hm/
(where do i find a qt mountain girl named Sarah)
>>63546841
>>63546671
good posts
>>63546841
I actually am working on some of this stuff so thanks.
>mfw ppl don't get the reference
https://www.youtube.com/watch?v=D0Pv-UkoRC4
>>63546609
Literally what was the point of labeling theta in that diagram
>>63546901
i think that image is supposed to be a joke about unnecessarily confusing homework problems but honestly i could be making that up
>>63546901
Maybe he was just trying to confuse them, as far as I remember movement on the x and y axis are independent so even if she doesn't drop it vertically it still would take the same time to reach the ground
>>63546841
It says throws not drops for the purposes of this thread we should assume Sarah is a rough mountain woman with impressive biceps who throws car parts (Bonus Question: how did they get up the mountain?) In a steep parabola as she launches them away from her mountain.
