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?
Part A
In an effort to stay awake for an all-night study
session, a student makes a cup of coffee by first
placing a 200 W electric immersion heater in
0.250 kg of water.
How much heat must be added to the water to raise its temperature from 20.5° C to 95.0°C?
Express your answer in joules.
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Part B
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J
How much time is required? Assume that all of the heater's power goes into heating the water.
Express your answer in seconds.
VG ΑΣΦ
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help i dont understand this it should look like something like this picture. help me with the steps
Draw the velocity vectors starting at the black dots and the acceleration vectors including those equal to zero.
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