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Question 2 of 5 The image at the right shows a pendulum. The length of the...
Consider the pendulum shown at the right. It has the following characteristics: • T = 1.33...
Consider the pendulum shown at the right. It has the following characteristics: • T = 1.33 s • m=0.251 kg Answer the three questions below, using three significant digits. Part A: What is the value of the angular frequency (w) of the pendulum? T. 4.72 rad/s Part B: What is the length (L) of the pendulum? L = .44 m Part C: How might the period of this pendulum be different if it were moved from Earth to the planet...
A pendulum consists of a mass of 2 kg hanging from a massless string of length...
A pendulum consists of a mass of 2 kg hanging from a massless string of length 1.1 m. It is being used on another planet. If the period of the pendulum is 1 s, what is the acceleration due to gravity on that planet, in units of m/s-2? Select one: a. 43 b. 87 c. 1.1 d. 11 e. 0.023
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
1. Consider a physical pendulum with length 0.68 m and mass 0.200 kg. If the pendulum...
1. Consider a physical pendulum with length 0.68 m and mass 0.200 kg. If the pendulum was released form an angle of 10*, then calculate the angular speed of the pendulum. (gravity= 9.8 m/s^2). [I tried using the formula: 2pi/L to get 2pi/0.68 = 9.24 but this is NOT correct.] 2. Suppose that you are on an unknown planet in a distant galaxy. Let the length of a physical pendulum be 0.53 m. In the physical pendulum experiment, the period...
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...
on a newly discovered planet, the period of a pendulum with a length of 2 m...
on a newly discovered planet, the period of a pendulum with a length of 2 m is found to be 5 seconds. what is the acceleration due to gravity on this new planet?
***So my question is why did my professor divide by 4 at the end of part...
***So my question is why did my
professor divide by 4 at the end of part b? Please explain and show
work if possible.
(1) After landing on an unfamiliar planet, a space explorer constructs a simple pendulum from a massless rod of length 50.0 cm. The bob mass is 0.20 Kg. (Reminder: a "bob" is the mass on the end of the pendulum.) The bob is pulled from the vertical by an angle of 5° and released. The pendulum...
Step 13: Let's find out the gravity on an unknown planet. Go back to the simulation,...
Step 13: Let's find out the gravity on an unknown planet. Go back to the simulation, set the length of the pendulum equal to 1.0 m and mass of the bob equal to 0.1 kg. Select "Planet X" from the drop-down menu under Gravity. Measure the time period for the pendulum on Planet X. Record it below (for 10 oscillations) T Planet x = 16.995 Use this time period to find the gravity on Planet X. Show all your work...
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...
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...
Consider the pendulum shown at the right. It has the following characteristics: • T = 1.33 s • m=0.251 kg Answer the three questions below, using three significant digits. Part A: What is the value of the angular frequency (w) of the pendulum? T. 4.72 rad/s Part B: What is the length (L) of the pendulum? L = .44 m Part C: How might the period of this pendulum be different if it were moved from Earth to the planet...
A pendulum consists of a mass of 2 kg hanging from a massless string of length 1.1 m. It is being used on another planet. If the period of the pendulum is 1 s, what is the acceleration due to gravity on that planet, in units of m/s-2? Select one: a. 43 b. 87 c. 1.1 d. 11 e. 0.023
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
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...
***So my question is why did my
professor divide by 4 at the end of part b? Please explain and show
work if possible.
(1) After landing on an unfamiliar planet, a space explorer constructs a simple pendulum from a massless rod of length 50.0 cm. The bob mass is 0.20 Kg. (Reminder: a "bob" is the mass on the end of the pendulum.) The bob is pulled from the vertical by an angle of 5° and released. The pendulum...
Step 13: Let's find out the gravity on an unknown planet. Go back to the simulation, set the length of the pendulum equal to 1.0 m and mass of the bob equal to 0.1 kg. Select "Planet X" from the drop-down menu under Gravity. Measure the time period for the pendulum on Planet X. Record it below (for 10 oscillations) T Planet x = 16.995 Use this time period to find the gravity on Planet X. Show all your work...
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...
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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