A block of mass M is moving at speed r’ 0 on a frictionless surface that ends in a rigid wall, heading toward a stationary block of mass nM , where n ≥ 1 (Fig. 9.30). Collisions between the two blocks or the left-hand block and the wall are elastic and one-dimensional. (a) Show that the blocks will undergo only one collision with each other if n ≤ 3. (b) Show that the blocks will undergo two collisions with each other if n = 4. (c) How many collisions will the blocks undergo if n = 10, and what will be their final speeds? FIGURE 9.30 Problem 93
A block of mass M is moving at speed r’ 0 on a frictionless surface that ends in a rigid wall, heading toward a stationary block of mass nM , where n ≥ 1 (Fig. 9.30). Collisions between the two blocks or the left-hand block and the wall are elastic and one-dimensional. (a) Show that the blocks will undergo only one collision with each other if n ≤ 3. (b) Show that the blocks will undergo two collisions with each other if n = 4. (c) How many collisions will the blocks undergo if n = 10, and what will be their final speeds? FIGURE 9.30 Problem 93
A block of mass M is moving at speed r’0 on a frictionless surface that ends in a rigid wall, heading toward a stationary block of mass nM, where n ≥ 1 (Fig. 9.30). Collisions between the two blocks or the left-hand block and the wall are elastic and one-dimensional. (a) Show that the blocks will undergo only one collision with each other if n ≤ 3. (b) Show that the blocks will undergo two collisions with each other if n = 4. (c) How many collisions will the blocks undergo if n = 10, and what will be their final speeds?
6.
As the distance between two charges decreases, the magnitude of the electric potential energy of the
two-charge system:
a) Always increases
b) Always decreases
c)
Increases if the charges have the same sign, decreases if they have the opposite signs
d) Increases if the charges have the opposite sign, decreases if they have the same sign
7.
To analyze the motion of an elastic collision between two charged particles we use conservation of
&
a)
Energy, Velocity
b)
Momentum, Force
c)
Mass, Momentum
d)
Energy, Momentum
e)
Kinetic Energy, Potential Energy
Chemistry: An Introduction to General, Organic, and Biological Chemistry (13th Edition)
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