Help regarding dynamics problem (see attachment):
Determine the distance d to the farthest point B on the roof that the water can reach
Okay so basically the max distance... hmm pretty tricky. I don't know if i have time tonight (or even the patience to do this) but maybe tomorrow
Alpha=?
If alpha is given then i can solve ur problem
I don't think alpha needs to be given. Since the speed is given, and we know it has to pass right over the edge building, I think there is a particular trajectory, since it has to pass through exactly the point at the edge of the building... and it can only pass through that point at two particular angles.
I could solve for the two angles... but i don't want to. But you can use the components of the velocity and the known x and y components, since they both have equal time values, so you can solve the equations for alpha: \[\large x = v \cos \alpha *t\]and \[\large y = y_o +v \sin \alpha *t +0.5at^2\]
@Shamim α is not given. All the information needed is already given. @agent0smith How would I be able to solve this given that both α and t are unknowns?
Because you can solve the first equation i gave for t, and plug it into the 2nd equation. The x and y values are the values at the left corner of the building. Then you can solve that 2nd equation for alpha.
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