- #1
littlejon
- 20
- 0
Homework Statement
Homework Equations
phase constant: y= Asin(wt +phi)
The Attempt at a Solution
2*sin(360) =0
How does one approach this problem?
littlejon said:Homework Statement
View attachment 76173
Homework Equations
phase constant: y= Asin(wt +phi)
The Attempt at a Solution
2*sin(360) =0
How does one approach this problem?
littlejon said:Now that I look at it closely. The answer has got to be C because each oscillation is the same as the previous.
No. You need the equation which relates period and mass.littlejon said:I see so the answer has got to be E since we know its the same cylinder it would reduce the time by twice.
Fun springs that oscillate are toys or objects that have a spring mechanism that allows them to bounce and move up and down in a repeating motion.
Fun springs that oscillate work by utilizing the potential energy stored in the spring when it is compressed or stretched. This energy is then released and converted into kinetic energy, causing the spring to bounce up and down in an oscillating motion.
Fun springs that oscillate can be made of different materials, such as metal, plastic, or rubber. The type of material used can affect the spring's durability and bouncing ability.
Some common examples of fun springs that oscillate include Slinky toys, pogo sticks, and spring-loaded doorstops. They can also be found in various novelty items and party favors.
While fun springs that oscillate are primarily used as toys, they also have scientific applications. They can be used in physics experiments to demonstrate concepts such as potential and kinetic energy, simple harmonic motion, and the relationship between force and displacement. They can also be used in engineering to design and test springs for various purposes.