
Arturo O. answered 10/16/17
Tutor
5.0
(66)
Experienced Physics Teacher for Physics Tutoring
There is more than one way to solve this problem. I think that use of energy conservation is the easiest. Have you seen that in your physics class? If not, an alternative solution can be posted.
mgy1 + mv1y2/2 = mgy2 + mv2y2/2
y1 = 20 m [initial height]
v1y = v sin30° = v/2 [v is what we want to solve for]
y2 = 0 m [final height when it hits the ground]
v2y = 25.1 m/s [I assume 25.1 m/s is the final VERTICAL speed when it hits the ground]
9.8(20) + (v/2)2/2 = 9.8(0) + (25.1)2/2
196 + v2/8 = 315.01
v = 30.86 m/s

Arturo O.
Gnarls,
Send an email to my WyzAnt address and I will reply tomorrow with another solution that does not require use of energy conservation. I am having trouble editing in this window.
Report
10/22/17
Gnarls B.
10/21/17