A satellite goes on moving along its orbit round the earth due to gravitational

CuriousTab

CuriousTab

Home Aptitude

Discussion

Home ‣ Civil Engineering ‣ Applied Mechanics Comments

Question
A satellite goes on moving along its orbit round the earth due to
Options
A. gravitational force
B. centrifugal force
C. centripital force
D. none of these.

Correct Answer

centrifugal force

Applied Mechanics problems

Search Results

1. On a ladder resisting on a smooth ground and leaning against a rough vertical wall, the force of friction acts
Options
A. towards the wall at its upper end
B. away from the wall at its upper end
C. upwards at its upper end
D. downwards at its upper end
E. none of these.

3. A ball which is thrown upwards, returns to the ground describing a parabolic path during its flight
Options
A. vertical component of velocity remains constant
B. horizontal component of velocity remains constant
C. speed of the ball remains constant
D. kinetic energy of the ball remains constant.

4. A sphere is resting on two planes BA and BC which are inclined at 45� and 60� respectively with the horizontal. The reaction on the plane BA will be
Options
A. less than that on BC
B. more than that of BC
C. equal to that on BC
D. zero
E. none of these.

5. A smooth cylinder lying on its convex surface remains
Options
A. in stable equilibrium
B. in unstable equilibrium
C. in neutral equilibrium
D. out of equilibrium
E. none of these.

6. A heavy ladder resting on a floor and against a vertical wall may not be in equilibrium, if
Options
A. floor is smooth and the wall is rough
B. floor is rough and the wall is smooth
C. floor and wall both are smooth surfaces
D. floor and wall both are rough surfaces.

7. ω rad/sec is the angular velocity of a crank whose radius is r. If it makes θ� with inner dead centre and obliquity of the connecting rod l is φ, the velocity v of the piston, is given by the equation
Options
A. ω²(l cos φ + r sin φ tan θ)
B. ω²(l sin φ + r cos φ tan θ)
C. ω(l sin φ + r cos φ tan θ)
D. ω²(l sin φ - r cos θ tan φ).

9. Kinetic friction may be defined as
Options
A. friction force acting when the body is just about to move
B. friction force acting when the body is in motion
C. angle between normal reaction and resultant of normal reaction and limiting friction
D. ratio of limiting friction and normal reaction.

10. For a particle moving with a simple harrmonic motion, the frequency is
Options
A. directly proportional to periodic time
B. inversely proportional to periodic time
C. inversely proportional to its angular velocity
D. directly proportional to its angular velocity
E. none of these.

Comments

More in Civil Engineering: