as shown in. Assume that the coefficient of friction between the cylinder and the inclined plane is sufficiently large to prevent slipping. For the cylinder to remain static
Sahay Sir > Question Answers > as shown in. Assume that the coefficient of friction between the cylinder and the inclined plane is sufficiently large to prevent slipping. For the cylinder to remain static
A uniform cylindrical body of radius r has a conical nose. The length of the cylindrical and conical parts are 4r and 3r respectively. Mass of the conical part is M. The body rests on a horizontal surface as shown. A ring of radius r2 is to be tightly fitted on the nose of the body. What is maximum permissible mass of the ring so that the body does not topple?
26
Sep
A uniform cylindrical body of radius r has a conical nose. The length of the cylindrical and conical parts are 4r and 3r respectively. Mass of the conical part is M. The body rests on a horizontal surface as shown. A ring of radius r2 is to be tightly fitted on the nose of the [...]
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A uniform cylinder of mass M lies in a fixed plane inclined at angle θ with horizontal. A light string is tied to the cylinder at the right most point ,
and a mass m hangs from the string ,
as shown in. Assume that the coefficient of friction between the cylinder and the inclined plane is sufficiently large to prevent slipping. For the cylinder to remain static ,
the value of m is ,
A disc of mass m and radius R lies flat on a smooth horizontal table. A mass less string runs halfway around it as shown in figure. One end of the string is attached to a small body of mass m and the other end is being pulled with a force F. The circumference of the disc is sufficiently rough so that the string does not slip over it. Find acceleration of the small body.
26
Sep
A disc of mass m and radius R lies flat on a smooth horizontal table. A mass less string runs halfway around it as shown in figure. One end of the string is attached to a small body of mass m and the other end is being pulled with a force F. The circumference of [...]
Tags:
A uniform cylinder of mass M lies in a fixed plane inclined at angle θ with horizontal. A light string is tied to the cylinder at the right most point ,
and a mass m hangs from the string ,
as shown in. Assume that the coefficient of friction between the cylinder and the inclined plane is sufficiently large to prevent slipping. For the cylinder to remain static ,
the value of m is ,
A cylinder of height H and diameter H/4 is kept on a frictional turntable as shown in Fig. The axis of the cylinder is perpendicular to the surface of the table and the distance of axis of the cylinder is 2H from the centre of the table. The angular speed of the turntable at which the cylinder will start toppling (assume that friction is sufficient to prevent slipping) is
26
Sep
A cylinder of height H and diameter H/4 is kept on a frictional turntable as shown in Fig. The axis of the cylinder is perpendicular to the surface of the table and the distance of axis of the cylinder is 2H from the centre of the table. The angular speed of the turntable at which [...]
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A uniform cylinder of mass M lies in a fixed plane inclined at angle θ with horizontal. A light string is tied to the cylinder at the right most point ,
and a mass m hangs from the string ,
as shown in. Assume that the coefficient of friction between the cylinder and the inclined plane is sufficiently large to prevent slipping. For the cylinder to remain static ,
the value of m is ,
A uniform cylinder of mass M lies in a fixed plane inclined at angle θ with horizontal. A light string is tied to the cylinder at the right most point, and a mass m hangs from the string, as shown in. Assume that the coefficient of friction between the cylinder and the inclined plane is sufficiently large to prevent slipping. For the cylinder to remain static, the value of m is
26
Sep
A uniform cylinder of mass M lies in a fixed plane inclined at angle θ with horizontal. A light string is tied to the cylinder at the right most point, and a mass m hangs from the string, as shown in. Assume that the coefficient of friction between the cylinder and the inclined plane is [...]
Tags:
A uniform cylinder of mass M lies in a fixed plane inclined at angle θ with horizontal. A light string is tied to the cylinder at the right most point ,
and a mass m hangs from the string ,
as shown in. Assume that the coefficient of friction between the cylinder and the inclined plane is sufficiently large to prevent slipping. For the cylinder to remain static ,
the value of m is ,