The book says the answer is a=g/5 for part 1, but not sure how they get...
Page < PROBLEM 2 (10 POINTS) Masses Mi and M2 are connected to a system of strings and pulleys as shown below. The strings are massless and inextensible, and the pulleys are massless and frictionless. 1) Find the acceleration of Mi. 2) What is the acceleration of Mi in the special cases when Mi M2 and when M2Mi
Hi i need help with the question. Could you draw the free body
diagram of m1,m2 and m3 and an explaination for the problem.
Thanks
FB-diagram a-calculation m1 m2 7. (20 points) Consider a block of mass M on a ramp of angle e. The block is attached by massless strings over massless, frictionless pulleys to two objects, mi and m2, both of mass m where m < M. Assume there is no friction between the block of mass M...
mi mz 7. (20 points) Consider a block of mass M on a ramp of angle 0. The block is attached by massless strings over massless, frictionless pulleys to two objects, m1 and m2, both of mass m where m< M. Assume there is no friction between the block of mass M and the ramp. Draw free-body diagrams for all three masses, keeping vectors consistent between diagrams. Label any vectors that have equal magnitude What is the acceleration of the...
More details and instructions in picture below
1) draw the forces acting on each mass *pulleys are "ideal".
(use appropriate coordinate systems)
2) sum the forces in x,y and find acceleration
Free Body Diagram. Three masses mi, m2, and m3 are attached by a light rope that does not stretch. The rope goes over two massless and frictionless pulleys. Draw the complete free body diagram on each of the three masses. The coefficient of kinetic friction between mi and the...
please answer the following questions so I can understand, thank
you very much!
A mass, m, is attached to a massless string of length l; the other end of the string is attached to a rigid and frictionless support. While keeping the string taut, the mass is raised to a height h (see diagram) and released. Under the force of gravity (g = 9.8 m/s), the motion of the mass follows the dashed line (i.e., it's a pendulum). (a) Draw...
Any assistance to get me started with (b), (C), (d) , and (e)
would be appreciated. Thank you!
A system consisting of two pulleys, a spring, and four masses connected by strings is shown in the diagram below. Masses 1 and 2 rest on the side of a frictionless ramp at an angle θ from horizontal. mass 3 is suspended by a pulley, and mass 4 is hanging from a spring of spring constant k displaced a distance d from...
how
do i do number 8 part a and d? thanks
6. (10 pts) A patient with a broken leg was placed in traction using the system shown below at left. Once the cast is off of the foot, the system can be modeled as shown at right where m is the mass of the cast. In a most unfortunate incident, the cast slips off of the patient's foot and is flung by the traction system. In this problem, model...
Please answer both part As, thank you!
Phy284 Sp19 <p0B.5 Constants parallel plates in ar 30 Assignments <p08.5 MCAT (R) Prep: Electroreception Constants Sharks and related fish can sense the extremely weak waters. These voltage gradient of 1 pV across 1 cm of seawater. ocated in their noses and 0 1.5x10m O 1.5x10 m 67×10 - m 0 15x10-2 m Provide Feedback tlite ntProblemID-106509505&offset-next 30
Need answer of part b
solve part b using this formula
[A] Find the 3rd degree Taylor Polynomial for f(x) = V centered at x = 8. Clearly show all derivatives involved as well as the values obtained from those derivatives as was done in Example 2 from Section 11.1 of the book and Examples 1 and 2 in the Unit 4.1 Summary Notes. Simplify the coefficients in your final answer (no factorials in the final answer; do not use...
1. Three blocks with masses m1 = 5.00 kg, m 2 = 10.0 kg, and ,n3 15.0 kg are connected by massless strings which run over two frictionless pulleys. Block 1 sits on a highly polished plane inclined at an angle θ-30.0° above the horizontal. The coefficient of friction between block 1 and the plane is μk1 = 0.200, Block 2 sits on a horizontal surface and the coefficient of friction between block 2 and the surface is Alk2 =...