A solid disk (I=1/2mr2)of mass 0.75kg is initially at rest at the top of an incline of height h=2m.
19) If instead a solid sphere (I=2/5mr2)was allowed to roll down the same incline at the bottom its velocity would be
the same as the solid disk
less than the solid disk
greater than the solid disk
Now assume A=(3 m, 4 m) and B=(5 m, -3 m), where the first number is the x-component of the vector, and the second number is the y-component of the vector.
9) What is the magnitude of vector A?
7 m
4 m
(8 m, 1 m)
5 m
(3 m, 4 m)
10) What is A + B?
(8 m, 1 m)
7 m
(3 m, 1 m)
10.83 m
5.83 m
(7 m, 2 m)
19. Note that for rolling objects in an incline, those with LESSER moments of inertia have GREATER VELOCITIES at the bottom of the incline.
Thus, the velocity will be GREATER THAN THE SOLID DISK. [OPTION C, ANSWER]
A solid disk (I=1/2mr2)of mass 0.75kg is initially at rest at the top of an incline...
Help!!! Please
Two objects roll down an incline: a solid sphere (I = 2/5 MR^2) and a thin hoop (I = 1/2 MR^2). If each has the same mass and the same radius, explain how you would determine which one would reach the bottom faster. Consider conservation of energy as the object rolls. What types of energy does the object have at the top and at the bottom of the incline?
QUESTION 3** Suppose the original solid disk now slides (rather than rolls) down the incline, which now has a frictionless surface. Compared with the case where it rolls without slipping, the total kinetic energy of the disk the bottom of the incline will be (a) smaller. (b) the same. (c) larger.
a 10 kg disk (I+1/2R^2) starts to roll w/o slipping down a 5m tall incline. what is its liner velocity at the bottom of the incline? answer = 8.1 m/s pls show work and steps
A solid sphere and a hollow cylinder of the same mass and radius have a rolling race down an incline as in Example 13.9. They start at rest on an incline at a height habove a horizontal plane. The race then continues along the horizontal plane. The coefficient of rolling friction between each rolling object and the surface is the same. Both have mass M Both have radius R. Write an expression for the distances that each object will roll...
Two solid spheres simultaneously start rolling (from rest) down an incline. One sphere has twice the radius and twice the mass of the other. 1. Which reaches the bottom of the incline first? (answer: arrive at the same time) 2. Which has the greater speed there? (answer: same speed) 3. Which has the greater total kinetic energy at the bottom? (answer: the one with larger R) i already have the answer, please explain WHY, thank you
A sphere with a mass of 8kg and diameter of 25cm is initially on top of a ramp at rest with an angle of 30 degrees with a base length of 5 meters. The sphere rolls down the ramp with an initial velocity of 3 m/s. a) What is the final velocity of the sphere at the bottom of the ramp if the coefficient of friction is 0.3 [I=2/5 mr^2] b) Calculate the revolutions per second of the sphere from...
3. A ball, a solid sphere of radius r and mass m, is positioned at the top of a ramp that makes an angle of 0 with the horizontal. The initial position of the sphere is at a distance of d from its final position at the bottom of the incline. a) Find the velocity of the ball at the bottom of the ramp in terms of m, r, d, 8, and g. The moment of inertia of a sphere...
Three objects roll without slipping from rest down an inclined plane. A solid sphere with 1,- 2/5 MR. a hallow cylinder Solid Cylinder I = MR', And a solid cylinder with I, - 1/2MR'. . Which of the objects will reach the bottom of the inclined plane first? Use conservation of energy for translation and rotational motion. RAMP (f) Solid cylinder (h) Solid sphere MRP (9) Thin-walled hollow cylinder R R OB JE(1 3 OBJECT 2 OBJECTI a) OBJECT S...
Please show the work
PHYS 2 euie 1 Name: A block slides down an incline at an angle of 30.0°. At the bottom of the incline the block is travelling at 1.20 m/s. The coefficient between the block and the incline is 0.25. a. What are the energies at the start and end of the problem? b. Solve for the distance the block slide down the incline. (ans: 0.259 m) 3. 4. A solid ball with a mass of 4.00kg...
A car is initially at rest at the top of a hill with an incline of 25.0 degrees. The road down the hill is 40.0 m long and ends at the edge of a vertical cliff 100 m in height. 1. What is the acceleration of the car down the hill? 2. How long until the car reached the end of the road? 3. What is the velocity of the car at the end of the road? 4. How long...