Flashcard 1
Q: What is Translational Motion?
A: - Movement where all parts of a body move the same distance in a given time.
Flashcard 2
Q: What is Rotational Motion?
A: - Movement around a fixed axis where different parts move through different distances in a given time.
Flashcard 3
Q: What is the Moment of a Force?
A: - Rotational effect produced by a force acting on a body.
Formula: M = F × d (Force × Perpendicular distance from the pivot).
SI Unit: Newton-meter (Nm).
cgs Unit: Dyne-centimeter (dyne cm).
Examples: Opening a door, turning a steering wheel.
Flashcard 4
Q: What is a Clockwise Moment?
A: - Rotation caused by a force in the clockwise direction.
Flashcard 5
Q: What is an Anticlockwise Moment?
A: - Rotation caused by a force in the counterclockwise direction.
Flashcard 6
Q: What is Translational Equilibrium?
A: - When the net force acting on a body is zero.
Flashcard 7
Q: What is Rotational Equilibrium?
A: - When the sum of clockwise moments equals the sum of anticlockwise moments.
Flashcard 8
Q: State the Principle of Moments.
A: - For a body to be in rotational equilibrium, the sum of clockwise moments about a pivot must equal the sum of anticlockwise moments.
Flashcard 9
Q: How is the Principle of Moments verified?
A: - Using a meter rule suspended by two spring balances with slotted weights hanging from it.
Flashcard 10
Q: What is the Centre of Gravity?
A: - The point where the entire weight of a body acts, irrespective of the orientation.
Examples:
Sphere → Center
Cylinder → Center of axis
Rectangle → Intersection of diagonals
Irregular Lamina → Plumb line method
Flashcard 11
Q: What is Uniform Circular Motion?
A: - Motion of an object at a constant speed on a circular path.
Flashcard 12
Q: What are the characteristics of Uniform Circular Motion?
A: - Constant speed
Centripetal acceleration (toward the center)
Flashcard 13
Q: What is Centripetal Force?
A: - Force acting towards the center of the circular path.
Flashcard 14
Q: What is Centrifugal Force?
A: - Apparent force felt by an object moving in a circular path, acting outward from the center.
Flashcard 15
Q: Calculate the moment of a 10 N force acting perpendicular to a door at a distance of 0.5 m from the hinge.
A: - M = F × d
M = 10 N × 0.5 m
M = 5 Nm
Flashcard 16
Q: If weights of 2 N and 3 N are hung at 20 cm and 30 cm respectively from the pivot, what distance must a 6 N weight be hung to balance them?
A: - Sum of clockwise moments = Sum of anticlockwise moments
(2 N × 20 cm) + (3 N × 30 cm) = 6 N × distance
40 Ncm + 90 Ncm = 6 N × distance
Distance = 130 Ncm ÷ 6 N
Distance = 21.67 cm
Flashcard 17
Q: A car of mass 1500 kg moves at 20 m/s around a circular track of radius 50 m. Calculate the centripetal force.
A: - F = (mass × velocity²) ÷ radius
F = (1500 × 20²) ÷ 50
F = 12000 N
Flashcard 18
Q: What are examples of Moment of a Force in real life?
A: - Opening a door
Turning a steering wheel
Pedaling a bicycle
Flashcard 19
Q: What are the SI and cgs units of Moment?
A: - SI unit: Newton-meter (Nm)
cgs unit: Dyne-centimeter (dyne cm)
Flashcard 20
Q: How do you determine the Centre of Gravity of an irregular lamina?
A: - Plumb line method