Speed/Motion Notes!
... •Boat a 6 mph east •River c 4 mph east •Velocity=6 mph east+ 4mph east •V= 10 mph east •River b 4mph west •Velocity=6mph east– 4mph west •V= 2mph east ...
... •Boat a 6 mph east •River c 4 mph east •Velocity=6 mph east+ 4mph east •V= 10 mph east •River b 4mph west •Velocity=6mph east– 4mph west •V= 2mph east ...
Motion in One Dimension
... 9.81 m/s2 at all points in the object’s motion. • Consider a ball thrown up into the air. – Moving upward: velocity is decreasing, acceleration is –9.81 m/s2 – Top of path: velocity is zero, acceleration is –9.81 m/s2 – Moving downward: velocity is increasing, acceleration is –9.81 m/s2 ...
... 9.81 m/s2 at all points in the object’s motion. • Consider a ball thrown up into the air. – Moving upward: velocity is decreasing, acceleration is –9.81 m/s2 – Top of path: velocity is zero, acceleration is –9.81 m/s2 – Moving downward: velocity is increasing, acceleration is –9.81 m/s2 ...
Chapter 6
... A feather and a rock dropped at the same time from the same height would land at the same time when dropped by: ...
... A feather and a rock dropped at the same time from the same height would land at the same time when dropped by: ...
Motion - Cloudfront.net
... 1. The motion of an object over a period of time can be shown on a distance-time graph 2. Distance is plotted on the vertical axis (y) ...
... 1. The motion of an object over a period of time can be shown on a distance-time graph 2. Distance is plotted on the vertical axis (y) ...
Topic 1 | Projectile Motion with Air Resistance
... We have to specify the starting conditions, that is, the initial values of x, y, vx, and vy. Then we can step through the calculation to find the position and velocity at the end of each interval in terms of their values at the beginning, and thus to find the values at the end of any number of inter ...
... We have to specify the starting conditions, that is, the initial values of x, y, vx, and vy. Then we can step through the calculation to find the position and velocity at the end of each interval in terms of their values at the beginning, and thus to find the values at the end of any number of inter ...
Circular.Rotary Motion
... • Torque is a measure of how effectively a force causes rotation. • The magnitude of torque is the product of the force and the lever arm. Because force is measured in newtons, and distance is measured in meters, torque is measured in newton-meters (N·m). • Torque is represented by the Greek letter ...
... • Torque is a measure of how effectively a force causes rotation. • The magnitude of torque is the product of the force and the lever arm. Because force is measured in newtons, and distance is measured in meters, torque is measured in newton-meters (N·m). • Torque is represented by the Greek letter ...
Topics covered in PH112 - Rose
... Torque, moment arm, line of action of F Newton’s second law in angular form Work and rotational kinetic energy Rolling bodies, KE in terms of center of mass Angular momentum of a system of particles, and of a rigid body Conservation of angular momentum Simple harmonic motion: frequency, period, ampl ...
... Torque, moment arm, line of action of F Newton’s second law in angular form Work and rotational kinetic energy Rolling bodies, KE in terms of center of mass Angular momentum of a system of particles, and of a rigid body Conservation of angular momentum Simple harmonic motion: frequency, period, ampl ...
Physics review
... something speeds up or slows down. However, as a vector quantity, acceleration is also the rate at which direction changes.[2][3] Acceleration has the dimensions L T−2. In SI units, acceleration is measured in metres per second squared (m/s2). Acceleration is the rate of change of velocity. At any p ...
... something speeds up or slows down. However, as a vector quantity, acceleration is also the rate at which direction changes.[2][3] Acceleration has the dimensions L T−2. In SI units, acceleration is measured in metres per second squared (m/s2). Acceleration is the rate of change of velocity. At any p ...
LOYOLA COLLEGE (AUTONOMOUS), CHENNAI – 600 034
... 12. Derive an expression for the rotational kinetic energy of a rigid body. 13. Show that the shortest distance between two points in a plane is a straight line using variational principle. 14. Discuss in detail the Hamilton Jacobi theory. 15. Obtain the eigenvalues of the two coupled pendulum using ...
... 12. Derive an expression for the rotational kinetic energy of a rigid body. 13. Show that the shortest distance between two points in a plane is a straight line using variational principle. 14. Discuss in detail the Hamilton Jacobi theory. 15. Obtain the eigenvalues of the two coupled pendulum using ...