Part b,c,d 14A pendulum of length 1 m swings from the extreme right position to the extremeleft position back and forth continuously. The angle 0 between the pendulum andthe equilibrium position (i.e. the dotted line) is given by 0 = k cos (V9.8 t) wheretime t is measured in seconds and k is a constant.deknown as the angular velocity, measures the instantaneous ratedtThe derivativeof change of the angle 0 at time t.(a) Derive a formula for the angular velocity in termsof k and t.(b) Find a non-zero value t when the pendulum reachesa stationary point. What does this value t means?(N9.8 t).(- ve) (+ ve)(c) Interpret what k is in the equation 0 = k cos(d) What is the angular velocity of the pendulum at theinstant when it is at the equilibrium position afterswinging from right to left?

Answered: A pendulum of length 1 m swings from…

Similar questions

#6-8 please
1. A skateboarder rolls off a bridge into the river as shown. If the skateboarder was originally moving at 7.0 m/s, how much time did the skateboarder spend in the air? 7.0 m/s 5.5 m
Need help figuring this out
1. You are holding a steel ball in your hand that you throw up into the air. Using position, velocity, acceleration, and force, describe the motion of the ball from the time it is touching your hand until it hits the ground.
9b. Consider the motion of a ball thrown vertically upward. Use a vertical y-axis with the positive direction pointing up. Ignore the air resistance. Draw a force diagram for the ball on its way up. Draw the vectors starting at the black dot. The location and orientation of the vectors will be graded. The length of the vectors will not be graded.
I am having trouble understating which equation to use.
A basketball player jumps straight up for a ball. To do this he lowers his body 0.28 m then accelerates through this distance b forcelly straightening his legs. This player leaves the floor with a vertical velocity sufficient to carry him 0.92 m above the floor. For this problem use a coordinate system where up is positive. A) Calculate his velocity when he leaves the floor in m/s B) Calculate his acceleration in m/s2, while he is straightening his legs.He goes from zero to the velocity found in part(a) in a distance of 0.28 m C) Calculate the magnitude of the force he exerts on the floor to do this, in newtons, given that his mass is 112kg
1. Compare and contrast Aristotle's and Galileo's views of: a. horizontal motion b. vertical motion C. projectile motion
4. Billy Bob Joe is trying to save his crates full of bananas that are in danger of falling over a cliff. He pulls on one of the crates with a rope, applying a force P as shown. He is quite strong, so he is able to pull the crates to safety, so that the whole system is accelerating to safety. a. Write the equation of motion for every object in this system. Your final equations should only have P, m₁, M², M³, M4, g, T1, T2, T3, µk, and 0 in them. Box each equation. b. Solve for the acceleration of the crates in terms of only P, M₁, M2, M3, M4, g, μk, and 0. 3 3 3 4 T 2 T 3 m 2 T 1 μ k m 1
In a game of pool, the white cue ball hits the #9 ball and is deflected at a 35e angle to the original line of motion. What is the angle of deflection below the original line of motion for the #9 ball? a. 35 b. 55 c. 75 d. 90
Three balls are initially launched as shown below. One second after each of the balls are launched, what are their y-components of acceleration? What about the x-component? (neglect air resistance).
Unit 3 Exam Vectors and 2-D Kinematics Status Exam A vector quantity has A. only a magnitude. B. a magnitude and a direction. C. only a direction. D. a mass and a density. Copuright 20og - 2021 Acellus Corporation. All Rights Reserved. MacBook SC 00 F10 F11 12 @ #3 & 1 2 3 4 6. 7 8 Q W E R Y U A S D F G H. J K .. .. * LO

SEE MORE QUESTIONS