Homework Statement
Find the moment of inertia of a hollow sphere about a vertical axis through its center in terms of its mass M and radius R.
Homework Equations
I=\int r^{2} dm
The Attempt at a Solution
I've been curious about different methods for finding moments of inertia...
If you use "Fd" on the left side of your equation, then instead of msin30(12), it should be mgsin30(12), since mgsin30 is the force pulling the box down the slope.
There's a slightly easier way to do this. Since the incline is 30 degrees, then you know the height of the box has to be half of...
I believe your answer is correct. Remember that image height is proportional to the image distance. The greater the distance, the greater the height (it will be upside down though if its real). Therefore, the image will be magnified larger if the image distance is greater than the object distance.
I'm not sure how to draw on here, but I'll try to explain it to you the best way I can.
If you draw out what's happening here, it's easier to understand. You have two masses connected by a string. One of those is hanging off the edge and one is sitting on a table, or whatever it's sitting...
I'm not sure what you mean by "only the mass of the two objects" but it's just Newton's second law. You need to add up the masses when solving for the acceleration.
I recommend plugging in some numbers to both formulas, say... .5 kg for the baseball and 5 kg for the medicine ball. Then make up a velocity for the baseball to be going. Solve for momentum and kinetic energy. Once you get momentum in kgm/s and kinetic energy in joules, then plug those in for...
Think about that answer. If you catch something 10 times heavier going at the same speed, it's kinetic energy and its momentum are both going to be multiplied by 10. So given that you have a choice between the same momentum, the same kinetic energy, or 10 times as much momentum and kinetic...
I'm sure there are hundreds of articles online that can help you with this. Just google vectors.
If you have any specific homework problems you're having trouble with, feel free to post those.