5) A 750 gr block is fastened to a spring with a spring constant of 145 N/m and then pulled 25 cm and released on a horizontal frictionless surface. a) What is the frequency of the motion? b) What is the Period of the motion? c) What is the angular frequency? d) What is the Amplitude? e) Write an equation of the Position as a function of time. f) Write an equation of the Velocity as a function of time. g) Write an equation of the Acceleration as a function of time. h) What is the maximum velocity? i) What is the maximum acceleration?

5) A 750 gr block is fastened to a spring with a spring constant of 145 N/m and then pulled 25 cm and released on a horizontal frictionless surface. a) What is the frequency of the motion? b) What is the Period of the motion? c) What is the angular frequency? d) What is the Amplitude? e) Write an equation of the Position as a function of time. f) Write an equation of the Velocity as a function of time. g) Write an equation of the Acceleration as a function of time. h) What is the maximum velocity? i) What is the maximum acceleration?

Name: 5) A 750 gr block is fastened to a spring with a spring constantof 14
Uploaded: 2024-03-20T06:58:04.000Z
Channel: Bartleby
Description: 5) A 750 gr block is fastened to a spring with a spring constantof 145 N/m and then pulled 25 cm and released on a horizontalfrictionless surface.a) What is the frequency of the motion?b) What is the Period of the motion?c) What is the angular frequ

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

5) The device pictured in the figure entertains infants while keeping them from wandering. The child bounces in a harness, with a spring constant k, and is suspended off of the ground. a) If the spring stretches x1 = 0.265 m from equilibrium while supporting an 8.05-kg child, what is its spring constant, in newtons per meter? b) What is the time, in seconds, for one complete bounce of this child about the point x1? c) What is the child’s maximum velocity, in meters per second, if the amplitude of her bounce, relative to x1, is 0.185 m?
A 75 kg mass is attached to an ideal massless spring with a spring constant of 15 N/m oscillates on a horizontal, frictionless track. A time t=0.00 s, the mass is released from rest at x=10 cm. a- Find the frequency of the oscillations. b-determin the maximum speed of the mass. At what point in the motion does the maximum speed occur? c-What is the maximum acceleration of the mass? At what point does the maximum acceleration occur? d-Determin the total energy of the oscillating system. e-Express the displacement x as a function of time
A yo-yo oscillates up and down like a sine function y(t)=sin(t). a) What is the displacement over the time interval [0,6π]? b) What is the total distance traveled by the yo-yo over the same time interval? c) What is the minimum velocity of the yo-yo? Minimum speed? d) At what part of the cycle is the yo-yo increasing in speed but decreasing in velocity?
Thank you in advance!
The maximum height of a ferris wheel is 11m. The wheel takes 3 min to make 1 turn.People get on the ferris wheel 1m above the ground at the bottom of the wheel’s rotation. a) State the amplitude, period, and vertical shift of the graph. b)Write an equation to represent the model you determined in part a). c) Determine how high the passenger will be at 60 seconds
A mass oscillates on a spring, bouncing up and down 20 times per second. From the highest position to the lowest position of the mass is a distance of 8cm. A) What is the amplitude of the oscillation? B) What is the frequency? C) What is the period of oscillation? D) How many times will the mass oscillate in 12 seconds?
A 500g mass is undergoing simple harmonic oscillation that is described by the following equation for its position x(t) from equilibrium: n rad x(t) = (0.50m) cos (6.07 rad/s)t+ 6.0
5 kilogram object is suspended from a string. The string is 4 meters long. What is the period of the object ting as a pendulum? Express your answer a number of seconds, omitting the unit.
A mass on a spring oscillates with an amplitude 0.12 m and a period of 1.0 s. What will be the acceleration of the mass at t = 0.50s? A) 4.7 m/s² B) -4.7 m/s² C) 0.12 m/s² D) 0 m/s?
Calculate the period of a pendulum on the moon if the gravitation acceleration on the moon is one sixth that of the earth and the period of the pendulum on earth is 6.0 s. a. 36 s b. 2.4 s c. 1.0 s d. 15 s e. 6.0 s
Two children are on adjacent swings at the playground. One child has twice the mass of the other child. Will they be able to swing in sync with the other child? A. No, this is impossible because the mass of the two are different. B. No, this is impossible because the gravity is unknown. C. Yes, as long as the lengths of the two swings are proportional to the mass. D. Yes, as long as the lengths of the swings are the same.
A spring with k= 735N/m hangs vertically and supports a 7.5kg mass at its end.The mass is hanging with no motion at all until a person pulls the mass down by 6.5cm from where it was resting.The mass then begins a vertical simple harmonic motion. a.What is the spring force acting on the mass before it is pulled down by 6.5cm? b.What is the acceleration of the mass after it is pulled down by 6cm(and let go)? c.What is the total energy of the spring system throughout its simple harmonic motion? d.What maximum gravitational energy will the mass gain?(using the bottom of its motion as the reference point). e.What maximum speedwill the mass reach?