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The quantities Lj and L2 are known, as are the masses. If the period of rotation...
PLEASE SOLVE USING MATLAB As shown, two weights are in state of static equilibrium, hanging from three strings of known lengths. Write 6 equations and solve them in MATLAB to determine the angles (0,...
PLEASE SOLVE USING MATLAB
As shown, two weights are in state of static equilibrium, hanging from three strings of known lengths. Write 6 equations and solve them in MATLAB to determine the angles (0,, θ2,93) and tensions (T. T2, T3) of the strings. Hint: We can write 4 equations of equilibrium based on F 0and Fy- 0 for each mass. Two more equations are obtained by writing the displacement compatibility relations L1 cos(01)+L2cos(02) +Lacos(03) 8 L1 sin(θ 1 ) 0...
The tidal forces between the Earth and the Moon slowed down the Moon’s rotation about its own axis until the rotation period became equal to the Moon’s orbital period around the Earth as we observe today.
The tidal forces between the Earth and the Moon slowed down the Moon's rotation about its own axis until the rotation period became equal to the Moon's orbital period around the Earth as we observe today. The same effect is also slowing down the Earth's rotation about its own axis and increasing the separation \(D\) between the Moon and the Earth at a rate of \(\Delta D / \Delta t=3.8 \mathrm{~cm}\) per year. In this problem, you can ignore the...
Three small spherical masses are located in a plane at the positions shown below. 4 R...
Three small spherical masses are located in a plane at the positions shown below. 4 R 2 1 -1 -2 -3 -4 1 2 3 4 -5 -4 -3 -2 -1 X (m) The masses are Q 0.200 kg, R=0.300 kg, and S 0.400 kg. Calculate the moment of inertia (of the 3 masses) with respect to an àxis perpendicular to the xy plane and passing through x-0 and y-2. [Since the masses are of small size, you can neglect...
lab 1 measurements physics Figure #1 : Pendulum PROCEDURE: and record their actual masses in the...
lab 1 measurements physics
Figure #1 : Pendulum PROCEDURE: and record their actual masses in the data table below 1. Weigh the 500g and 200g masses Table # 1: Mass values Nominal Mass Value 200g Ratio of masses: Actual Mass Value 50D Nominally: 5/2-2.5 Actual Keep this ratio in mind as we do the experiment to see if it affects our values 2. Attach the 500g mass to the line and attach it to the holder such that the length...
Now measure the distance, x, for two more masses and enter your measurements in the table...
Now measure the distance, x,
for two more masses and enter your measurements in the table below.
Try to estimate to the nearest 0.5 mm. Find the spring constant by
solving mg = kx for k. The spring constant is a property of the
spring so you should get nearly the same result each time.
Part 1: Spring Constant Background: A spring scale works because it obeys Hooke's Law: F=-kx. When you hang a weight, the spring stretches until the...
279 WORKED AND GUIDED PROBLEMS pendulum's period on Earth: 9.8m/S -25. The period of a 0.50-m...
279 WORKED AND GUIDED PROBLEMS pendulum's period on Earth: 9.8m/S -25. The period of a 0.50-m lunar pendulum is therefore EVALUATE RESULT The longer period on the Moon n accelerations to sense because, as we found in part a, the gravitational accele TE gM 0.50 rn 1.6 m 3.5 s. = (b) We can use the general expression ixth that on Earth. get the desired ratio of periods without having to calculate the on the Moon, 1.6 m/s', is about...
3. For experiment A, use equations 1&3 to develop a general equation for the value of...
3. For experiment A, use equations 1&3 to develop a general equation for the value of tension (T) based on the values of the two masses. You will need this later to answer lab question (4), so write it in now. 4. Based on the "net force" and "total mass" approach that was used to derive equations 3,4, and 5; develop the equation for acceleration of two masses (m, and m2) hanging vertically from either side of a frictionless pulley....
Spring Constants & Periods By varying the mass placed on a spring, the period of oscillation...
Spring Constants & Periods By varying the mass placed on a spring, the period of oscillation can be changed. When multiple data sets are collected and plotted, the spring constant can be determined. Before data was collected, the minimum and maximum masses were determined by visually watching the harmonic motion. For the minimum, a mass was chosen such that the resulting simple harmonic motion had an appreciable amplitude without significant dampening over ten periods. For the maximum, the mass was...
please use significant figures for all the problems. plz make sure all answer were in signficant...
please use significant figures for all the
problems.
plz make sure all answer were in signficant and do all of them plz
i havw this last photos
plz make sure all answer were in significant figuers and plz answer
all of them
1) Mes my sits on top of the left upper edge of the mass m - 10.0 kg, which sits on a 100 m long ramp, 1) a. measured along the incline, that makes an angle of -...
&...
SOME DRAWBACKS OF BLACK-SCHOLES To provide one motivation for the development of ARCH models (next handout), we briefly discuss here some difficulties associated with the Black Scholes formula, which is widely used to calculate the price of an option. For example, consider a European call option for a stock. This is the right to buy a specific number of shares of a specific stock on a specific date in the future, at a specific price (the exercise price, also called...
PLEASE SOLVE USING MATLAB
As shown, two weights are in state of static equilibrium, hanging from three strings of known lengths. Write 6 equations and solve them in MATLAB to determine the angles (0,, θ2,93) and tensions (T. T2, T3) of the strings. Hint: We can write 4 equations of equilibrium based on F 0and Fy- 0 for each mass. Two more equations are obtained by writing the displacement compatibility relations L1 cos(01)+L2cos(02) +Lacos(03) 8 L1 sin(θ 1 ) 0...
Three small spherical masses are located in a plane at the positions shown below. 4 R 2 1 -1 -2 -3 -4 1 2 3 4 -5 -4 -3 -2 -1 X (m) The masses are Q 0.200 kg, R=0.300 kg, and S 0.400 kg. Calculate the moment of inertia (of the 3 masses) with respect to an àxis perpendicular to the xy plane and passing through x-0 and y-2. [Since the masses are of small size, you can neglect...
lab 1 measurements physics
Figure #1 : Pendulum PROCEDURE: and record their actual masses in the data table below 1. Weigh the 500g and 200g masses Table # 1: Mass values Nominal Mass Value 200g Ratio of masses: Actual Mass Value 50D Nominally: 5/2-2.5 Actual Keep this ratio in mind as we do the experiment to see if it affects our values 2. Attach the 500g mass to the line and attach it to the holder such that the length...
Now measure the distance, x,
for two more masses and enter your measurements in the table below.
Try to estimate to the nearest 0.5 mm. Find the spring constant by
solving mg = kx for k. The spring constant is a property of the
spring so you should get nearly the same result each time.
Part 1: Spring Constant Background: A spring scale works because it obeys Hooke's Law: F=-kx. When you hang a weight, the spring stretches until the...
279 WORKED AND GUIDED PROBLEMS pendulum's period on Earth: 9.8m/S -25. The period of a 0.50-m lunar pendulum is therefore EVALUATE RESULT The longer period on the Moon n accelerations to sense because, as we found in part a, the gravitational accele TE gM 0.50 rn 1.6 m 3.5 s. = (b) We can use the general expression ixth that on Earth. get the desired ratio of periods without having to calculate the on the Moon, 1.6 m/s', is about...
3. For experiment A, use equations 1&3 to develop a general equation for the value of tension (T) based on the values of the two masses. You will need this later to answer lab question (4), so write it in now. 4. Based on the "net force" and "total mass" approach that was used to derive equations 3,4, and 5; develop the equation for acceleration of two masses (m, and m2) hanging vertically from either side of a frictionless pulley....
Spring Constants & Periods By varying the mass placed on a spring, the period of oscillation can be changed. When multiple data sets are collected and plotted, the spring constant can be determined. Before data was collected, the minimum and maximum masses were determined by visually watching the harmonic motion. For the minimum, a mass was chosen such that the resulting simple harmonic motion had an appreciable amplitude without significant dampening over ten periods. For the maximum, the mass was...
please use significant figures for all the
problems.
plz make sure all answer were in signficant and do all of them plz
i havw this last photos
plz make sure all answer were in significant figuers and plz answer
all of them
1) Mes my sits on top of the left upper edge of the mass m - 10.0 kg, which sits on a 100 m long ramp, 1) a. measured along the incline, that makes an angle of -...
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