Answered: Solve one of the following questions 3… | bartleby

Related questions

Question

100%

Solve one of the following questions
3 -A system moving in SHM have the following differential equation
d² M
+ 40007² M = 0
dt2
(1)
Determine the following
(3a) Angular frequency
(3b) Frequency
(3c) Periodic time
(3e) If this system is an LC circuit system with C = 3500µF, calculate the inductance of the
coil
%3|

Expert Solution

Step by step

Solved in 4 steps

SEE SOLUTION Check out a sample Q&A here

Blurred answer

Similar questions

I need some help with this.
5. The figure below is a simple pendulum with a 450-g mass attached to it. Its maximum displacement is found at point D and its maximum speed of 0.34 m/s is found at point C. If the pendulum completes 13 cycles in 15.0 s, answer the following questions. D a) Calculate the frequency of this device b) Find its period of vibration c) Find the length of the pendulum d) If the pendulum swings a total angle of 280, find its amplitude e) Calculate the kinetic energy at the lowest position of the pendulum
Plz solve with 30 min I vill upvote and vill give positive feedback thank you sir
PRACTICE IT Use the worked example above to help you solve this problem. (a) Find the amplitude, frequency, and period of motion for an object vibrating at the end of a horizontal spring if the equation for its position as a function of time is the following. A = f = T = a max (b) Find the maximum magnitude of the velocity and acceleration. Vmax x = V = = a = x = (0.245 m) cos(t) 8.00 = m Hz S (c) What are the position, velocity, and acceleration of the object after 1.50 s has elapsed? m m/s m/s² m/s m/s²
please help with question 1, thank you
Question 3 A mass is hanging from the ceiling on a spring and oscillating (forever, and without friction). At its highest point, the mass is 12 cm from the floor, and at its lowest point, the mass is 6 cm from the floor. At t= 0, the mass is at its equilibrium and moving downwards, and a single period takes 0.5 seconds. HINT: Graph your y(t) to check your answers. (a) Find a formula for y(t), the position of the mass from the floor as a function of time. (b) What is the position, velocity, and acceleration of the object at t= 2? (c) In its first period, during what time interval(s) is the speed, |v|, of the mass less than 1 cm/s?
Below I have 2 very similar equations that both use cos and sin within their answers. My question is, how do you know when to use cos or sin?? Please be as specific as possible, thank you! "An object is attached to a coiled spring. The object begins at its rest position at t=0 seconds. It is then propelled downard. Write an equation for the distance of the object from its rest position after t seconds, if the amplitude is 5 inches and the period is 4.5" d= -5sin(4pi t /9) "An object is attached to a coiled spring. The object begins at its rest position at t=0 seconds. It is then propelled downard. Write an equation for the distance of the object from its rest position after t seconds, if the amplitude is 9 inches and the period is 4.5" d= -9cos(4pi t/9)