Hi Samy_A, big thanks for the reply!
When I catch some time, i'll go in that direction and try to solve it myself.
But i am wondering, why use logarithms?
Hi Mentallic,
Thanks for a quick reply.
I know I can use a calculator :), but I would like to know how to solve it in a manner that is given on a photo.
There must be some tables that I should use (i assume), but i don't know which one.
Also, the value of c in step II, where did that come from?
Hi,
Can somebody please point me into a direction how to solve the attached trig problem?
First step, where can I find such values for sin (alpha)?Thanks.
you have two unknowns (T & H), you need two equations.
I would make them for two positions shown on a picture (H and 3/4H) by using above mentioned equation:
H=Vo*t + 1/2*g*t^2
The problem states that you have a falling object which has one more second to go (last second of it's fall). That means that from that point initial velocity isn't zero.
This is also what I meant (F=k*x) when asking you what happens when system comes to rest.
It's a situation when system is resting, why would you use energy equations?
When spring is under influence of E_{k} and E_{p} there is greater compression than when they vanish.
Isn't the work done equal to the change in rotational kinetic energy:
W=\frac{1}{2}Iω^{2}_{2}-\frac{1}{2}Iω^{2}_{1}
http://hyperphysics.phy-astr.gsu.edu/hbase/rotwe.html