Original Post
the Problem:
In a stage production of Peter Pan, the 54.0 kg actor playing Peter has to fly in vertically, and to be in time with the music, he must be lowered a distance of 3.10 m in 2.90 s. Backstage, a smooth surface sloped at an angle of 59.0° with respect to the horizontal supports a counterweight of mass m. Calculate the mass of the counterweight.
[img]http://www.nofx.com/users/SonOfDoDo/ppan.gif[/img]
To (attempt to)solve this I used the equation:
T-m1g sin (theta)=m1a
T-56kg (9.81) sin 59d=59kg(1.07) <==acceleration from 3.10/2.90
worked out I got T=1049.7
solved for T, then I put T in this equation:
m2g-T=m2a
solve for m2:
m2(9.81)-1049.7=m2(1.07)
-1049=m2(1.07)-m2(9.81)
-1049.7=m2(1.07-9.81)
-1049.7/-8.74=120N
So my final answer is m2=120N
But my homework software says "YOU ARE INCORRECT"
Any help? Any ideas on what went wrong? Any help would be appreciated..
For Reference, this is the notes my teacher gave me thats basically the same thing: [url]http://plato.phy.ohiou.edu/~elster/phys251/examples/ex9d.pdf[/url]
