Chapter 5 PowerPoint
... Review of centripetal acceleration pg. 113 Fig 5-1 & 5-2 Velocity points tangent to circle Change in velocity - points to center of circle Centripetal acceleration - “center seeking” acceleration Centripetal acceleration = ar ...
... Review of centripetal acceleration pg. 113 Fig 5-1 & 5-2 Velocity points tangent to circle Change in velocity - points to center of circle Centripetal acceleration - “center seeking” acceleration Centripetal acceleration = ar ...
vector - Haiku
... • Relative velocity is about relating the measurements of two different observers • It may be useful to use a moving frame of reference instead of a stationary one • It is important to specify the frame of reference, since the motion may be different in different frames of reference • There are no s ...
... • Relative velocity is about relating the measurements of two different observers • It may be useful to use a moving frame of reference instead of a stationary one • It is important to specify the frame of reference, since the motion may be different in different frames of reference • There are no s ...
Motion In Review
... What is Velocity Velocity is speed in a particular direction. Velocity includes both speed and direction. A moving object that changes speed but ...
... What is Velocity Velocity is speed in a particular direction. Velocity includes both speed and direction. A moving object that changes speed but ...
Cut squares along dotted line then fold in half to make flashcard
... mass. where m = mass of object v = speed of object KE = Energy in Joules ...
... mass. where m = mass of object v = speed of object KE = Energy in Joules ...
Chapter 10 Lesson 2
... for the 2-kg mass in the previous problem? (A = 12 cm, k = 400 N/m) The maximum acceleration occurs when the restoring force is a maximum; i.e., when the stretch or compression of the spring is largest. F = ma = -kx ...
... for the 2-kg mass in the previous problem? (A = 12 cm, k = 400 N/m) The maximum acceleration occurs when the restoring force is a maximum; i.e., when the stretch or compression of the spring is largest. F = ma = -kx ...
Relativity, Inertia, and Equivalence Principle
... Objects in motion remain moving at constant velocity (straight line and constant speed), UNLESS …a net (unbalanced) force acts ...
... Objects in motion remain moving at constant velocity (straight line and constant speed), UNLESS …a net (unbalanced) force acts ...
Newton`s Laws First Law --an object at rest tends to stay at rest AND
... If teams pull with the same force, in opposite directions, net force on the rope is ZERO and ---> Rope doesn’t move ...
... If teams pull with the same force, in opposite directions, net force on the rope is ZERO and ---> Rope doesn’t move ...
PDF#10
... A friction force between two objects in contact opposes the sliding of one object over the surface of the adjacent one. It is tangent to the surface of the adjacent object and opposite in direction to the velocity of the moving object. The magnitude of the frictional force is assumed to be proportio ...
... A friction force between two objects in contact opposes the sliding of one object over the surface of the adjacent one. It is tangent to the surface of the adjacent object and opposite in direction to the velocity of the moving object. The magnitude of the frictional force is assumed to be proportio ...
Document
... A friction force between two objects in contact opposes the sliding of one object over the surface of the adjacent one. It is tangent to the surface of the adjacent object and opposite in direction to the velocity of the moving object. The magnitude of the frictional force is assumed to be proportio ...
... A friction force between two objects in contact opposes the sliding of one object over the surface of the adjacent one. It is tangent to the surface of the adjacent object and opposite in direction to the velocity of the moving object. The magnitude of the frictional force is assumed to be proportio ...
Circular-Motion and forces
... Instantaneous velocity is tangent to the displacement for any instant. – In circular motion, the system object travels in a circle and the velocity is tangent to the circle at every instant. ...
... Instantaneous velocity is tangent to the displacement for any instant. – In circular motion, the system object travels in a circle and the velocity is tangent to the circle at every instant. ...
Getting Ready SPH4U Significant figures 1. Indicate the number of
... (a) What total time elapses between the start and finish of this motion? (b) Copy the pattern of dots into your notebook, and determine the x-component of the displacement between each set of dots. What do you conclude about the motion in the x direction? (c) Determine the y-component of the displac ...
... (a) What total time elapses between the start and finish of this motion? (b) Copy the pattern of dots into your notebook, and determine the x-component of the displacement between each set of dots. What do you conclude about the motion in the x direction? (c) Determine the y-component of the displac ...
