Integrated Science
Integrated Science
7th Edition
ISBN: 9780077862602
Author: Tillery, Bill W.
Publisher: Mcgraw-hill,
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Chapter 5.1, Problem 2SC
To determine

The correct option for the unit of cycles per second.

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Down 1. It is the number of cycles per unit of time from its equilibrium position. 3. It refers to motion that is repeated at regular intervals of time. 4. It is a force that causes a body to accelerate towards the earth. 8. It is the energy possessed by a body in motion. Across 2. It is a force that tends to restore a body or brings the system back to its original position. 5. It refers to the position assumed by the body when it is not vibrating. 6. It refers to one complete to-and-from motion. 7. It is the maximum displacement of body from its equilibrium position. 1 7
Which force(s) perform non-zero work between any two different points during the motion of a simple pendulum, i.e., a mass hanging from a string that swings back and forth? a. Tension b. Gravitational force c. The centripetal force d. Both a. and b. e. a. b. and c. A wave is described by y(x, t) = 0.1 sin(3x +2t), where x is in meters, y is in centimeters and t is in seconds. The wavelength of this wave is: а. 0.33 m b. 0.48 m с. 0.5 m d. 2.1 m е. 3.1 m inertia of 600 kg m2. It A playground merry-go-round has a radius of 3.0 m and a rotational moment is initially spinning at 0.80 rad/s when a 20-kg child crawls from the center to the rim. The moment of inertia for the child is I = mR? where R is the distance the child is away from the center of the merry- go-round. When the child reaches the rim the angular velocity of the merry-go-round is: a. 0.24 rad/s b. 0.62 rad/s c. 0.77 rad/s d. 1.04 rad/s e. 2.7 rad/s
10. A spring standing vertically on a flat surface is compressed 4.05 cm, and a ball mass m = 1.35 kg is placed on the end of it. The spring has a spring constant of 1,350 N.m. a. What is the initial energy of the ball before it is released? (measure all distances from the uncompressed or equilibrium position of the spring). b. When the ball is released the spring expands and the ball is accelerated. Use conservation of energy to determine the maximum velocity that the ball reaches. c. How high does the ball go after it leaves the spring?
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