This link describes a simple gravity pendulum which consists of a point mass suspended from a string or rod of negligible mass. Write a C++ program that computes the period T (in seconds) and frequency f (Hz) of a simple gravity pendulum given its length (cm) and the T = 2n, f = 2n V L acceleration due to gravity (m/s²). The formula for the period is value L is the pendulum length (meters) and g is the acceleration due to gravity (m/s?). Assume that the user will enter positive numbers when prompted for these values. Remember, zero is not a positive number. and the formula for the frequency is The Here are tests that you can use to run against your solution in Develop mode. These are the same tests that your solution will be executed against when you submit your work in Submit mode. Test 1 > run Enter length (cm): 100 Enter acceleration of gravity (m/s^2): 9.8 When the pendulum length is 1 meter(s): The pendulum period is 2.00709 second (s). The pendulum frequency is 0.498234 Hz. Test 2 > run Enter length (cm): 5015.25 Enter acceleration of gravity (m/s^2): 9.8 When the pendulum length is 50.1525 meter(s): The pendulum period is 14.2139 second (s). The pendulum frequency is 0.0703537 Hz. Test 3 > run Enter length (cm): 100 Enter acceleration of gravity (m/s^2): 3.71 When the pendulum length is 1 meter(s): The pendulum period is 3.26207 second(s). The pendulum frequency is 0.306554 Hz. Test 4 > run Enter length (cm): 7035.76 Enter acceleration of gravity (m/s^2): 8.87 When the pendulum length is 70.3576 meter(s): The pendulum period is 17.6959 second (s). The pendulum frequency is 0.0565101 Hz.
This link describes a simple gravity pendulum which consists of a point mass suspended from a string or rod of negligible mass. Write a C++ program that computes the period T (in seconds) and frequency f (Hz) of a simple gravity pendulum given its length (cm) and the T = 2n, f = 2n V L acceleration due to gravity (m/s²). The formula for the period is value L is the pendulum length (meters) and g is the acceleration due to gravity (m/s?). Assume that the user will enter positive numbers when prompted for these values. Remember, zero is not a positive number. and the formula for the frequency is The Here are tests that you can use to run against your solution in Develop mode. These are the same tests that your solution will be executed against when you submit your work in Submit mode. Test 1 > run Enter length (cm): 100 Enter acceleration of gravity (m/s^2): 9.8 When the pendulum length is 1 meter(s): The pendulum period is 2.00709 second (s). The pendulum frequency is 0.498234 Hz. Test 2 > run Enter length (cm): 5015.25 Enter acceleration of gravity (m/s^2): 9.8 When the pendulum length is 50.1525 meter(s): The pendulum period is 14.2139 second (s). The pendulum frequency is 0.0703537 Hz. Test 3 > run Enter length (cm): 100 Enter acceleration of gravity (m/s^2): 3.71 When the pendulum length is 1 meter(s): The pendulum period is 3.26207 second(s). The pendulum frequency is 0.306554 Hz. Test 4 > run Enter length (cm): 7035.76 Enter acceleration of gravity (m/s^2): 8.87 When the pendulum length is 70.3576 meter(s): The pendulum period is 17.6959 second (s). The pendulum frequency is 0.0565101 Hz.
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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