Rotational_Equilibrium_Lab_102-1

Please Answer the following question step-wise with detailed explanations. Thanks in advance? ❤️

The force F = 84 N acts on the end of the pipe at B. (Figure 1) Part B Determine the magnitude of the maximum moment of the force F about point A. Express your answer to three significant figures and include the appropriate units. HA MA max Value Units Figure 1 of 1 Submit Request Answer Part C Determine the angle 0min (0°< Omin <180°) of the force F that will produce minimum moment about point A. 0.9 m Express your answer using three significant figures. F VO AZO vec -0.3 m- -0.7 m P Pearson 13:1 22.04.2

SUBJECT : GENERAL CHEMISTRY 1 PS : PLEASE PUT A SOLUTION, WHY IS THAT THE ANSWER SO I CAN ALSO LEARN IT. 5. Find the net torque generated if F1 = 30 N, located at 4 meters from the top of the bar and F2 = 50 N, located at 5 meters from the axis of rotation. Axis of rotation is at the middle of the bar. *Please take a look from the pictures attached* important look for the #5 in the pictures attached ty A. -15.59 N.m B. -215.59 N.m C. -181.17 N.m D. -130 N.m 6. What is the mass of an object traveling on a circular path with a radius of 2 meters and with a rate of 5 radians per second, given that its angular momentum is 140 kgm^2/s? A. 20 kg B. 7 kg C. 14 kg D. 10 kg

Please show detailed steps its for a study guild I need to understand how to do the problem. Thank you! :)

What is the correct answer to this and why? Please provide an in depth explanation explaining the various aspects you need to know for this question and a step by step solution.

Find the resultant torque about C when the forces shown in the figure act on a 5.0 N rod. The rod is 6-m long and its weigh is acting at its center. The rod is 6 m long and its weight is acting at its center. Identify also the type of rotation.

The mass of the weights in each trial are: Trial 1: 4.54 kg Trial 2: 15.95 kg Trial 3: 27.31 kg Trial 4: 31.86 kg Select a trial other than trial 1. Make measurements and calculations to determine the torque. Show your work in the space below. Include any unit conversions.   Hint: The radial distance should be the same as before. Don't forget to write descriptive words explaining your steps, start calculations with equations in symbols first, then put the numbers in with units and show each step. Put a box around your answer. Don't forget the units!

Subject: DYNAMICS OF RIGID BODIES. Show complete solution

Can you please answer this question and show all of the steps

Choose the correct letter We can apply the laws of conservation of linear momentum and angular momentum to the description of the motion of rigid bodies because   A. Forces that maintain constant distances between different pairs of point masses are internal forces (i.e. forces of constraint) B. Forces of constraint come in pairs and obey Newton’s third law (i.e. they are equal and act along the same line of action) C. In any displacement the relative distances and the orientations of different particles remain the same with respect to each other D. No network is done by the internal forces or the forces of constraint E. All of the above are correct F. None of the above is correct

Solve part a please, rest of parts are answered

Explain on how you derived it. i. The body of arbitrary shape has a mass m, mass center at G, and a radius of gyration about G of kg. If it is displaced a slight amount from its equilibrium position and released, Derived the Equation of Motion for the system using Newton 2nd law and Energy Method.

If you were performing this experiment in an in-class laboratory, you would be given one or more small iron balls. These would be utilized with a variant of the Free-Fall apparatus shown in the graphic below.        (INSERT PICTURE HERE)                     You would first raise the upper black clamp to the desired height above the middle clamp. Then you would place the ball firmly in the upper clamp. Next, you would turn on the timer and adjust its initial reading to zero. After you release the ball, it falls towards the middle clamp. When it encounters this clamp, the timer stops and you can read the time of fall.             Results are usually within 10% of the standard value of g. Here, in this online version, I will supply values of height (h) and time (t). First, calculate the average time (tav) for each height and use it as described next. You will use the third equation above to calculate the value of gravitational acceleration (g) in each case. Then, you will determine the…

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Directions: Show your work, answers must use the correct SI units and box your final answers. Be an effective communicator! Handwrite your work and submit all three FRQ answers together to the Unit 4 Exam FRQ Canvas Assignment. A pulley with an unknown mass has a 0.3 m radius that is initially at rest. The rotational inertia of the pulley is 0.35 mr2. A 10 kg box hangs from a rope that is wrapped around the pulley that is also initially at rest. The box accelerates downward a distance of 10 m and reaches a velocity of 8 m/s. Calculate the mass of the pulley.

Solve and answer the following question showing the complete step-by-step process. 1.  A bag of cement weighing 325 N hangs in equilibrium from three wires as suggested in the figure below. Two of the wires make angles θ1 = 60.0 degrees and θ2 = 40.0 degrees with the horizontal. Assuming the system is in equilibrium, find the tensions T1, T2, and T3 in the wires.

A body of mass m and negligible size starts from rest and slides down the surface of a frictionless solid sphere of radius R R, as shown below.

Your Question :help please answer in text form with proper workings and explanation for each and every part and steps with concept and introduction no AI no copy paste remember answer must be in proper format with all working!

Please answer the problem in the picture below. Please show the complete solution. Thank you very much!

What is the correct answer to this and why? Please provide an in depth explanation explaining the various aspects you need to know for this question and a step by step solution.

Please answer correctly. Please don't use transcribe text. Note: The tolerance is ± 1 in the third significant digit.  this is my last attempt please help me. Thank you

TASK 3 See the figure below: Mass of the ball 3 kg, mass of steel block 0.900 kg. The length of the string is 56 cm. = • Initially, the block is at rest on a surface that has a coefficient of kinetic friction of 0.25. The group must answer the following: • What will be the speed of the block after being hit by the ball if the collision is perfect elastic? How far will the block the block coming to rest? conservation approach. travel before Use energy

Consider the following hanging mass system for the following problems. Part A Before answering the questions below, draw two separate free-body diagrams of ring C and then ring B. Be sure the FBDS are neat a properly labeled. You will turn them in with your written work. Deturmine the tension developed in cable CB if cylindar E weighs 36 lb and e = 15°. (Figure 1) It vec FCB Ib Submit Request Answer Part B If cylinder E weighs 36 lb and 0 = 15°, determine the weight of cylinder F. Express your answer with the appropriate units. Figure vec WF Ib Submit Request Answer 30° 45° B. Provide Feedback Next > E F

LEARN MORE REMARKS Only simple geometries-rectangles and triangles-can be solved exactly with this method. More complex shapes require calculus or the square-counting technique in the next worked example. QUESTION When stretching springs, does half the displacement require half as much work? (Select all that apply.) Yes, because the work is equal to the force times the distance. Yes, because the spring exerts a constant force. Yes, because half the displacement means the force from the spring is half as large. No, because the spring does not exert a constant force. No, because the force of the spring is proportional to x. No, because the force exerted by the spring is proportional to x². PRACTICE IT Use the worked example above to help you solve this problem. One end of a horizontal spring (k = 87.4 N/m) is held fixed while an external force is applied to the free end, stretching it slowly from XA = 0 to xB = 4.69 cm. (a) Find the work done by the applied force on the spring. J (b)…

The angular velocity of link AB is WAB = 2.5 rad/s. Link CB is horizontal at the instant shown. (Figure 1) Part A Determine the x and y components of the velocity of the collar at C. Express your answers using three significant figures separated by a comma. vec Vz, Vy = m/s Submit Request Answer Part B Figure Determine the angular velocity of link CB at the instant shown measured counterclockwise. Express your answer using three significant figures. Enter positive value if the angular velocity is counterclockwise and negative value if the angular velocity is clockwise. 350 mm V ΑΣφ vec ? WCB = rad/s WAB 500 mm Submit Request Answer 60 Provide Feedback Next > 圓

TRUE OR FALSE 1.) If the system represents a translating rigid body or a series of connected translating bodies, then all the particles in each body will undergo the same displacement. 2.)a force does work when it moves through a displacement in the direction of the force chapter.