A pendulum is set in motion. Consider what will happen to the frequency or period in...
A pendulum is set in motion. Consider what will happen to the
frequency or period in each of the following situations.
Increase, Stay the same, or Decrease
If the length of the pendulum is doubled, the period will
_______.
If the acceleration due to gravity is decreased (suppose you travel
to the surface of the moon), the period will _______.
If the mass of the pendulum is cut in half, the period will
_______.
If the length of the pendulum is cut in half, the frequency will
_______.
If the amplitude of the motion is doubled, the frequency will
______.
Homework Answers
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A pendulum is set in motion. Consider what will happen to the
frequency or period in...
QUESTION 1 As pendulum length increases, the period of harmonic motion O A. increases 。B. decreases....
QUESTION 1 As pendulum length increases, the period of harmonic motion O A. increases 。B. decreases. OC.remains the same. QUESTION 2 As pendulum mass increases, the period of harmonic motion A. increases. B. decreases ° C. remains the same QUESTION3 As gravity on the pendulum increases (as on Jupiter), the period of harmonic motion A. increases B. decreases. C. remains the same. QUESTION4 A pendulum attains maximum speed O at the equilibrium position O at maximum amplitude O somewhere in...
(A)--Five different experiments are carried out. In each experiment, a block is attached to a horizontal...
(A)--Five different experiments are carried out. In each experiment, a block is attached to a horizontal spring. The block is pulled back a certain distance and released. The block oscillates back and forth on a frictionless surface. Rank the maximum force on the block for each of the following situations. (Rank the smallest force as 1). 1 2 3 4 5 A block of mass M is attached to a spring with a spring constant 2k, pulled back a distance d,...
Exercise 11: Simple Harmonic Motion 1. A spring-mass system oscillates with a frequency of 10 Hz...
Exercise 11: Simple Harmonic Motion 1. A spring-mass system oscillates with a frequency of 10 Hz when the mass is equal to 0.50 kg. What is the stiffness of the spring? With the same spring, what would the mass need to be to double the frequency? 2. A pendulum swings with a period of 1.50 seconds when the acceleration due to gravity is equal to 9.80 m/s? What is the length of the pendulum? How would this period change if...
Part b What will happen to the period of a pendulum if the pendulum bob is...
Part b What will happen to the period of a pendulum if the pendulum bob is replaced by a smaller one with half the mass? Select the correct answer Period decreases by 29% Your Answer O Period stays the same O Period increases by 41% O Period is halved O Period is doubled
Simple Pendulum 1) Illustrate the dependence of Period on Mass, Length of Pendulum, and Amplitude by...
Simple Pendulum
1) Illustrate the dependence of Period on Mass, Length of
Pendulum, and Amplitude by showing 2 trials for each.
2) Compute the % Error between the measured period and the
theoretical period for all situations for comparison purposes.
Please need it ASAP
Trials Situations Full length Half the length Half length and different Amplitude Half length and double mass Half length, double mass, and different amplitude Full Length and 200g Period (s) 2.936 2.109 2.078 2.138 2.134 2.931
Question 13 1 pts If the length of a pendulum from its support to the center...
Question 13 1 pts If the length of a pendulum from its support to the center of the bob is held constant but the amplitude of the motion is decreased (but still small) the period of the pendulum increases stays the same decreases may increase or decrease Question 14 1 pts If the mass of a pendulum bob is held constant but the length of the string holding it is decreased the period of the pendulum increases stays the same...
17 4 points Periodic motion: A simple pendulum oscillates with a small amplitude and the frequency...
17 4 points Periodic motion: A simple pendulum oscillates with a small amplitude and the frequency fo. If the length of the pendulum is doubled, what is the new frequency of its motion? Ofo/v2 2/ V2/ fo/2 Ofo
An expression for the period of a simple pendulum with string length ℓ derived using calculus...
An expression for the period of a simple pendulum with string
length ℓ derived using calculus is T = 2(pi)sqrt{ ℓ /g } . Where g
is the acceleration due to gravity. Use the data in the table to
decide whether or not the pendulum in the experiment can be
considered a simple pendulum. Explain your decision.
Suppose have the ability to vary the mass m of the bob and the length f of the string. You decide to to...
the period of a pendulum on earth is 5 seconds. what will be the period of...
the period of a pendulum on earth is 5 seconds. what will be the period of the same pendulum on the moon, where the acceleration due to gravity is one-sixth of that here on earth?
Questions are based on a pendulum: 1. If the length of a pendulum from its support...
Questions are based on a pendulum: 1. If the length of a pendulum from its support to the center of the bob is held constant but the amplitude of the motion is increased (but still small) the period of the pendulum _______________. A.increases B.stays the same C.decreases D.may increase or decrease 2. If the mass of a pendulum bob is held constant but the length of the string holding it is increased the period of the pendulum _______________. A.increases B.stays...
QUESTION 1 As pendulum length increases, the period of harmonic motion O A. increases 。B. decreases. OC.remains the same. QUESTION 2 As pendulum mass increases, the period of harmonic motion A. increases. B. decreases ° C. remains the same QUESTION3 As gravity on the pendulum increases (as on Jupiter), the period of harmonic motion A. increases B. decreases. C. remains the same. QUESTION4 A pendulum attains maximum speed O at the equilibrium position O at maximum amplitude O somewhere in...
Exercise 11: Simple Harmonic Motion 1. A spring-mass system oscillates with a frequency of 10 Hz when the mass is equal to 0.50 kg. What is the stiffness of the spring? With the same spring, what would the mass need to be to double the frequency? 2. A pendulum swings with a period of 1.50 seconds when the acceleration due to gravity is equal to 9.80 m/s? What is the length of the pendulum? How would this period change if...
Part b What will happen to the period of a pendulum if the pendulum bob is replaced by a smaller one with half the mass? Select the correct answer Period decreases by 29% Your Answer O Period stays the same O Period increases by 41% O Period is halved O Period is doubled
Simple Pendulum
1) Illustrate the dependence of Period on Mass, Length of
Pendulum, and Amplitude by showing 2 trials for each.
2) Compute the % Error between the measured period and the
theoretical period for all situations for comparison purposes.
Please need it ASAP
Trials Situations Full length Half the length Half length and different Amplitude Half length and double mass Half length, double mass, and different amplitude Full Length and 200g Period (s) 2.936 2.109 2.078 2.138 2.134 2.931
Question 13 1 pts If the length of a pendulum from its support to the center of the bob is held constant but the amplitude of the motion is decreased (but still small) the period of the pendulum increases stays the same decreases may increase or decrease Question 14 1 pts If the mass of a pendulum bob is held constant but the length of the string holding it is decreased the period of the pendulum increases stays the same...
17 4 points Periodic motion: A simple pendulum oscillates with a small amplitude and the frequency fo. If the length of the pendulum is doubled, what is the new frequency of its motion? Ofo/v2 2/ V2/ fo/2 Ofo
An expression for the period of a simple pendulum with string
length ℓ derived using calculus is T = 2(pi)sqrt{ ℓ /g } . Where g
is the acceleration due to gravity. Use the data in the table to
decide whether or not the pendulum in the experiment can be
considered a simple pendulum. Explain your decision.
Suppose have the ability to vary the mass m of the bob and the length f of the string. You decide to to...
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