Answered: Using the result of the previous… | bartleby

Related questions

Question

ive answered 1st part need help with 2nd

We have two pendulums with lengths l₁ and l₂ with time periods T₁ and T₂ respectively.

arrow_forward

Answer

The time period of a simple pendulum is given by

Where

L = Length of the simple pendulum

g = acceleration due to gravity

Thus

arrow_forward

Final answer

T1^2/T2^2

Consider two pendulums with lengths /1 and l2. Express the ratio of their lengths l|/l2 in terms of periods T1 and T2. When submitting your
answer please keep in mind that, for example T²IT2 must be written as "T1^2/T2". Please use the "Display response" button to check you
entered the answer you expect.
ll=
Display response
Transcribed Image Text: Consider two pendulums with lengths l1 and 12. Express the ratio of their lengths /1/l2 in terms of periods Tj and T2.
When submitting your answer please keep in mind that, for example T/T2 must be written as "T1^2/T2". Please use the "Display response"
button to check you entered the answer you expect. 1ll2= Display response

Using the result of the previous question, find the value of l1, if it is given that the first pendulum swings back and forth 10 times per minute,
while the second one swings back and forth 300 times per hour and /2 is 3.8 m. Give your answer in SI units.
Answer:
Choose... +

Expert Solution

Step by step

Solved in 2 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Blurred answer

Similar questions

A mass attached to a spring oscillates with a period of 3.27 s. If the mass starts from rest at I = 0.0460 m and time t = 0, where is it at timet = 6.58 s? Tries 0/6 Submit Answer Is the mass moving in the positive or negative direction at The mass is moving into the positive direction The mass is moving into the negative D direction 6.58 s? Tries 0/6 Submit Answer
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
how to do?
4. In the figure below, the pendulum consists of a uniform disk with radius r = 31 cm and mass 508 g attached to a uniform rod with length L = 447 mm and mass 282 g. Calculate the period (in seconds) of oscillation. Final answer in four decimal places. Hint: Use parallel-axis theorem, and the corresponding moment of inertia. Also, be wary of the conversions here.
Data Table 3: Varying Mass M of Pendulum, Measuring Period T. Set Length L = 0.80 m. Fix Angle e = 10° to release. Attach a screenshot of Data at M = 1.5 kg from the Simulation to lab report. !! %3D M (kg) 1.50 1.00 0.50 0.10 T (s) Question: What is your conclusion from Data Table 3?
A pendulum makes 21 oscillations in exactly 50 ss. Part A What is its period? B What is its frequency?
Letters A-D if possible
The diagram below shows snapshots of an oscillator at different times. What is the frequency of the oscillation? A в D E F t=0.0 s t=0.30s t=0.45 s t=0.90 s t=1.35 s t=1.80 s +0.10 m- -0.10 m (Unit = Hz) ww