19 Jan '09 22:54>
I need help on solving the following problem: A ball is thrown from a height of 1.6m, at a speed of 11.5m/s and at an angle of elevation of 45.9 degrees. How far from the person who threw it does the ball land?
Originally posted by wormerI recommend you visit www.cramster.com and sign up. You ask your questions there, and will probably have more people answer you than on a chess site 🙂
I need help on solving the following problem: A ball is thrown from a height of 1.6m, at a speed of 11.5m/s and at an angle of elevation of 45.9 degrees. How far from the person who threw it does the ball land?
Originally posted by wormerWhenever you're having trouble with a physics problem, try following these basic steps:
I need help on solving the following problem: A ball is thrown from a height of 1.6m, at a speed of 11.5m/s and at an angle of elevation of 45.9 degrees. How far from the person who threw it does the ball land?
Originally posted by wormerTo start, you should know that the motion of the ball should be analyzed in two separate steps: vertical and horizontal. The starting vertical velocity is 11.5 m/s x sin 45.9 degrees, and the starting horizontal velocity is 11.5 m/s x cos 45.9 degrees.
I need help on solving the following problem: A ball is thrown from a height of 1.6m, at a speed of 11.5m/s and at an angle of elevation of 45.9 degrees. How far from the person who threw it does the ball land?
Originally posted by wormerlet the sides of the triangle be a,b,c, and the corresponding angles are alpha, beta, gamma.
I need help trying to figure out the angle going downward. I understand that trigonometry must be used.
Originally posted by RamnedI have gotten plenty of help from this site, as you can see that there are plenty of bright enough people on here to answer your question.
As I said earlier, head to cramster.com and you will receive the full solution. You would / should have already received the solution had you posted in cramster yesterday.
Originally posted by joe shmoOf course there are experienced people here. But they come to play chess more than solve physics problems. People go to cramster with the purpose of solving other people's problems. You'll get better help from the cramster people (i.e. myself). People also tend to give the correct answers 😉 (Your method is wrong)
I have gotten plenty of help from this site, as you can see that there are plenty of bright enough people on here to answer your question.
Originally posted by Ramnedoh...perhaps you will do the favor of pointing out my error....by the way, I also handle packages for UPS..funny
Of course there are experienced people here. But they come to play chess more than solve physics problems. People go to cramster with the purpose of solving other people's problems. You'll get better help from the cramster people (i.e. myself). People also tend to give the [b]correct answers 😉 (Your method is wrong)[/b]
Originally posted by joe shmoby this you are making the assumption that it is stopped at the height it is thrown at, and then you add the initial height?
I have gotten plenty of help from this site, as you can see that there are plenty of bright enough people on here to answer your question.
use the kinematic equations for constant acceleration, as a function of time
y=1/2*g*t^2 + Voy*t + yo
y=final position
g= aaceleration due to gravity
t=time
Voy=the vertical component of the initial velocity ...[text shortened]... l component of the initial velocity( ie 11.5m/s*cos(45.9deg))
Vox*t = horizontal displacement
Originally posted by RamnedThe entire thing until between step 4 and 5 is un-necessary
Joe your solution isn't right.
1) Find the X and Y components of initial velocity.
Y component is Vsin(angle)
X Component is Vcos(angle)
2) Find the time it takes to reach its peak.
Vpeak = Vy + gT
Vpeak = Vsin(angle) + gT
0 = Vsin(angle) + -9.8T
*At the peak, the vertical velocity is 0 m/s.
Solve for T. This is the time it ta solutions are easier to follow. In fact some people there will give you the numerical answer.