Problems 7-8:Point P travels around a circle. Find linear velocity.(3pts each)7)?=40°;?=5ℎ?;?=2.3??
We need at least 10 more requests to produce the answer.
0 / 10 have requested this problem solution
The more requests, the faster the answer.
A car travels around a circle of radius r with constant speed. a. Is the velocity of the car constant? Explain. b. Is the car accelerated? Explain. c. Is there a net force applied to the car? Explain. d. If there is a net force applied to the car, in which direction does it point? If there is none, which of Newton’s Laws can be used to support the answer? Explain. e. Would your answers change for a different radius...
A car travels around a circle of radius r with constant speed. a. Is the velocity of the car constant? Explain. b. Is the car accelerated? Explain. c. Is there a net force applied to the car? Explain. d. If there is a net force applied to the car, in which direction does it point? If there is none, which of Newton’s Laws can be used to support the answer? Explain. e. Would your answers change for a different radius...
26.1) An object travels around a circle at constant speed. Which of the following quantities are constant? A) The object's linear momentum, B) The object's angular momentum, C) Both p and are constant D) Neither of p or are constant. 26.2) An object travels around a circle at constant speed. If the object is stopped and then rotated in the opposite direction at the same speed, its angular momentum, l, will be the same. A) True B) False
A car travels around a circle of radius r with constant speed. a. Is the velocity of the car constant? Explain. (2 pts.) b. Is the car accelerated? Explain. (2 pts.) c. Is there a net force applied to the car? Explain. (2 pts.) d. If there is a net force applied to the car, in which direction does it point? If there is none, which of Newton’s Laws can be used to support the answer? Explain. (2 pts.) e....
TimerNotesFvaluateFaackPrint Constant when M travels around in circle (v) The radius of circle (x) is twice the radius of circle rce F providing the necessary tension (see figure). The force is then increased slowly and then maintained M's angular momentum at x is Ms angular velocity at y is twice that at x .that at y at v As M moves from x to v. the work done by F is 0. While going from x to y, there is...
A particle travels in a circular path, and point P is at the center of the circle 1) (a) If the particle's linear momentum P is doubled without changing the radius of the circle, how is the magnitude of its angular momentum about P affected? It is quadrupled It is doubled It remains unchanged It is halved It is one-fourth its original value. Submit You currently have 0 submissions for this question. Only 5 submission are allowed You can make...
a 30N plank is free to rotate around point P as shown in the figure. find the magnitude and direction of the torque due to the weight of the plank and the forces F1=20N and F2=40N for CCW or "" for CW) of the torque due to the weight of the plank, and the forces F 20 N and F2 40 N. (40 pts) 1. A 30-N plank is free to rotate around point P as shown in the figure....
1. A point P is chosen with a uniform probability distribution around a circle of radius r Let Z be a random variable that measures the absolute value of the distance of P from the y-axis (a) What is the mean and the variance of Z? (Hint, define an appropriately normalized uniform probability density function for the angle 0 describing the polar angle of the position P on the circle.) (b) Does your answer for the mean make sense? (c)...
A girl jogs around a horizontally circle with a constant speed. She travels one fourth of a revolution, a distance of 20.1 m along the circumference of the circle, in 4.7 s. The magnitude of her acceleration is ____ m/s2. Round your answer to the nearest tenth. Do not use scientific notation.
1. An 800 kg car travels around the edge of a circular track of radius 400 m. At one point, the car accelerates around the track, increasing its speed from 40 m/s to 60 m/s over the course of 5 s. At the instant that the car reaches 50 m/s find (a) its angular velocity (b) its radial acceleration, (c) the centripetal force acting on the car, (d) the tangential acceleration of the car, and (e) the magnitude of the...