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- Drag each label to the correct location on the equation. Not all labels will be used. The time, 7. in seconds, a pendulum takes to move back and forth once is 2/7 times the square root of the length of the pendulum, L. in feet, divided by the square root of the acceleration due to gravity. 32 feet/second². Enter the correct values in the equation with respect to the motion of the pendulum. 207 T 32 L 882 7.29 0.55 If it takes the pendulum 1.5 seconds to move back and forth once, the length of the pendulum is approximately feet.In the spring equation F = k x, the deformation of the spring,1. is the variable x the independant variable, dependant variable, or niether2. is the variable f the independant variable, dependant variable, or nietherUsing a stopwatch, you measure the period of a grandfather clock. Your results are 0.6, 0.6 and 0.7 sec. c. What is your best estimate of the error? d. What is your percent error? e. What is your fractional error? f. Write down your measurement for the period, and express the error in terms of ±.
- What is the frequency of the given oscillation, in Hz? Your answer needs to have 2 significant figures, including the negative sign in your answer if needed. Do not include the positive sign if the answer is positive. No unit is needed in your answer, it is already given in the question statement.Use the following prompt for questions 1-2. Alexandra and Sal are conducting an experiment to study pendulums. In their first experiment, Alexandra and Sal changed the length of the pendulum and measured its period. In their second experiment, the mass of the pendulum bob was varied, and period was measured. 1. Before running the experiments, Sal hypothesized that increasing the mass of the pendulum would result in an increase in the pendulum's period. Was Sal correct? A. Sal was correct because mass is the only variable that will affect the period of the pendulum. B. Sal was correct because mass and length both affect the period of the pendulum. C. Sal was incorrect because only the length of the pendulum will affect the period of the pendulum. D. Sal was incorrect because only the initial angle will affect the period of the pendulum. inate Education TM, Inc.Use the following prompt for questions 1-2. Alexandra and Sal are conducting an experiment to study pendulums. In their first experiment, Alexandra and Sal changed the length of the pendulum and measured its period. In their second experiment, the mass of the pendulum bob was varied, and period was measured. 1. Before running the experiments, Sal hypothesized that increasing the mass of the pendulum would result in an increase in the pendulum's period. Was Sal correct? A. Sal was correct because mass is the only variable that will affect the period of the pendulum. B. Sal was correct because mass and length both affect the period of the pendulum. C. Sal was incorrect because only the length of the pendulum will affect the period of the pendulum. D. Sal was incorrect because only the initial angle will affect the period of the pendulum. te Education TM Inc.
- Use the following prompt for questions 1-2. Alexandra and Sal are conducting an experiment to study pendulums. In their first experiment, Alexandra and Sal changed the length of the pendulum and measured its period. In their second experiment, the mass of the pendulum bob was varied, and period was measured. 1. Before running the experiments, Sal hypothesized that increasing the mass of the pendulum would result in an increase in the pendulum's period. Was Sal correct? A. Sal was correct because mass is the only variable that will affect the period of the pendulum. B. Sal was correct because mass and length both affect the period of the pendulum. C. Sal was incorrect because only the length of the pendulum will affect the period of the pendulum. D. Sal was incorrect because only the initial angle will affect the period of the pendulum. ©2021Illuminate Education TM, Inc.A mass of 2.4 kg is attached to a horizontal spring with a spring constant of 100 N/m. A force F is applied to stretch the spring from its equilibrium position and then released. The spring starts oscillating. How long (in seconds) does it take to complete 5 oscillations? Do not enter units in your answer. Only put in the numerical value. Submit your work for this question. UsePART A. Simple Pendulum Fill in the table with your gathered data. Note that when computing always use raw data, but answers in the table must be round off to the specified place values. Answers must be numerical values only and must have no comma or space between numbers. Table 1. Simple Pendulum Mass: 1.00 kg Total time (s) Period T (s) Square of the Period T2 (s2) Length of Pendulum l(m) 25 oscillations Round off to hundredths place (2 decimals) Round off to hundredths place (2 decimals) Round off to tenths place (1 decimal) 0.30 0.40 0.50 0.60 0.70 0.80 0.90 1.00
- ayout References Mailings Review View A A Aa A EMEE AaBbCcDdEe X2 x² A 4. Normal 89@macomb.edu doesn't allow editing on a Mac. To learn more, contact your admin about your Of Write the givens with UNITS, write the equation and then solve (show all work) include units in your final answer." A = Vf-Vi If - Ti V = d/t F= am Mass - kg Force- N Acceleration - m/s^2 Velocity-m/s Time - s, min, hrs. Distance - meter (m) 1. A car has a uniformly acceleration motion of 5 m/s^2. Find the speed acquired in 4 seconds from rest. 2. A car travels at a velocity of 80 m/s, accelerates than stops in 250 second. What is the acceleration of the truck?? 3. Just before leaving the ground an airplane traveling with constant acceleration makes a run on the runway of 1800m in 12 seconds. Find a.) speed at which it leaves the ground and b.) acceleration of the plane. 4. A body with an initial velocity of 8 m/s moves with a constant acceleration and travels 640m in 40 seconds. What is the acceleration of the…Required information The period T of a simple pendulum is given by T = 2√ L/g where L is the length of the pendulum and g is the acceleration due to gravity. Assume g = 9.80 m/s² exactly and that L = 0.742 ± 0.003 m. Estimate T, and find the uncertainty in the estimate. Use pi = 3.1416. The estimated period is s. (Round the final answer to five decimal places.) The uncertainty in the period estimate is s. (Round the final answer to six decimal places.)Pls help ASAP. Pls show all work and calculations and include units for final answers.