Sofia Rodas, Jose Jui, Carlos Pineda - Gravitational Motion, Rotational Motion, Work, Energy. Flashcards
Remember: Gravitational Motion:
What is the definition of gravity?
A force that pulls two objects towards each other.
Remember: Rotational Motion:
What is the definition of rotational motion?
It is an object’s motion around a circular path, in a fixed orbit
Remember: Work:
What is the definition of work?
It is the energy transferred from one object to another by an external force along a displacement.
Remember: Energy:
What is the definition of energy?
It is the work that a force can do.
Remember: Gravitational Motion:
What is the definition of motion?
An object’s change in position over time.
Identify: Rotational Motion:
What are the units of acceleration in rational motion?
rad/s^2
Identify: Work:
What is the formula of work? What is its SI unit?
Formula: W=Fs
SI Unit: J (joules)
Identify: Energy:
What is the formula for Kinetic Energy (KE)?
KE= 1/2mv^2
Identify: Gravitational Motion:
What is the formula of gravitational motion?
Fg=(Gm1m2)/(r^2)
Identify: Rotational Motion:
What is the unit of displacement?
radians (rad)
Calculation: Work: A person pulls a block 4 m along a horizontal surface with a constant force F = 30 N. Determine the work done by the force F acting on the block.
W = F d cos θ = (30)(4)(cos 0) = (30)(4)(1) = 120 Joules.
Calculation: Energy: An object of mass 6 kg is brought to a height of 8 m from the ground g = 15ms. Find the potential energy stored in the object.
The potential energy is = 6815 = 720J. Equation: U =mgh.
Calculation: Gravitational Motion: An object is dropped, with no initial velocity, onto the surface of the planet Neptune and falls 15.5 meters in 5 seconds. What is the acceleration of the falling object?
Acceleration of the falling object: 215.5/5^2= 1.23m/s^2. Equation: a = 2d/t^2.
Calculation: Rotation Motion: What is the moment of inertia of a sphere?
The moment of inertia of a sphere is: I = (⅖ )MR2
Calculation: Work: A body falls from a height of 8 m. If acceleration due to gravity is 20 m/s^2, determine the work done by the force of gravity.
W = F d cos θ = (20)(8)(cos 0) = (1)(8)(20)= 160 Joules