Physics for Scientists and Engineers
6th Edition
ISBN: 9781429281843
Author: Tipler
Publisher: MAC HIGHER
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Chapter 7, Problem 80P
(a)
To determine
The quantum number of the state.
(b)
To determine
The ground state energy of spring.
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(b) A magnesium atom (mass of 24 proton masses) in a crystal is measured to oscillate with a frequency
of roughly 10¹3 Hz. What is the effective spring constant of the forces holding that atom in the crystal?
(c) Sitting on a trampoline, a person with mass m sinks a distance Az below the trampoline's normal
level surface. (i) If the person gently bounces on the trampoline (without leaving its surface), what
would be the person's period of oscillation T? Check: For Az = 20 cm you should find T
0.90 s.
(You should not need the person's mass, but if you think you do, assume and state a value.)
(ii) Find T for Az = 45 cm.
=
A projectile hits the ground at an angle of 30 degrees below the horizontal with an energy of 113715 Joules. The mass of the projectle is 0.7kg. Assuming that this
projectile was launched from the ground some distance away, determine thet horizontal and vertical velocity components at the launch.
Let the acceleration due to gravity be 9.81ms-2
NOTE: sometimes rounding errors can produce slightly different answers, choose the nearest set of values if your answers don't match exactly.
O Horizontal Velocity = 496.3 m/s and Veritcal Velocity = 285.0 m/s
O Horizontal Velocity = 495.0 m/s and Veritcal Velocity = 283.6 m/s
Horizontal Velocity = 493.6 m/s and Veritcal Velocity = 285.0 m/s
Horizontal Velocity = 493.6 m/s and Veritcal Velocity = 280.5 m/s
A projectile hits the ground at an angle of 30 degrees below the horizontal with an energy of 113715 Joules. The mass of the projectle is 0.7kg. Assuming that this projectile was launched from the ground some distance away, determine the total flight time for projectile
Chapter 7 Solutions
Physics for Scientists and Engineers
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